Press Release:Press Information Bureau

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id="hydpermid" value="1942055" /> <div class="innner-page-main-about-us-content-right-part"> <div class="MinistryNameSubhead text-center"> Ministry of Statistics & Programme Implementation </div> <div id="lg_g"><div class='log_oo'> <img src='https://static.pib.gov.in/WriteReadData/specificdocs/photo/2021/aug/ph202183101.png' alt='azadi ka amrit mahotsav' /> </div></div> <div class="text-center"> <h2 id="Titleh2"> STATE-WISE DATA ON PER CAPITA INCOME </h2> <h3 id="Subtitleh3"> </h3> </div> <div id="PrDateTime" class="ReleaseDateSubHeaddateTime text-center pt20"> Posted On: 24 JUL 2023 3:36PM by PIB Delhi </div> <div class='pt20'> </div> <input type="hidden" name="hydphotoUrl" id="hydphotoUrl" /> As per the latest information received from State Governments/Union Territory (UT) Administration, State/UT-wise Per Capita Income, measured in terms of Per Capita Net State Domestic Product (NSDP), at current and constant (2011-12) prices for the last three year 2020-21 to 2022-23 are given in Annexure-I and Annexure-II respectively. The per capita income, at current prices, for the above mentioned last three years indicate increasing trend for all States/UTs. Gross Value Added (GVA) is compiled Economic Activity/Sector-wise, therefore, their contributions to overall GVA of the entire economy for the last 5 years are given in Annexure-III. Annexure I PER CAPITA NET STATE DOMESTIC PRODUCT AT CURRENT PRICES; BASE YEAR 2011-12. (Figures in Rs.)   <table align="left" border="1" bordercolor="#ccc" cellpadding="5" cellspacing="0" class="Table" style="border-collapse:collapse"> <tbody> <tr> <td style="width:52.0pt"> S. No. </td> <td style="width:177.85pt"> State\UT </td> <td style="width:73.25pt"> 2020-21 </td> <td style="width:70.85pt"> 2021-22 </td> <td style="width:63.8pt"> 2022-23 </td> </tr> <tr> <td style="width:52.0pt"> (1) </td> <td style="width:177.85pt"> (2) </td> <td style="width:73.25pt"> (3) </td> <td style="width:70.85pt"> (4) </td> <td style="width:63.8pt"> (5) </td> </tr> <tr> <td style="width:52.0pt"> 1 </td> <td style="width:177.85pt"> Andhra Pradesh </td> <td style="width:73.25pt"> 1,63,746 </td> <td style="width:70.85pt"> 1,92,587 </td> <td style="width:63.8pt"> 2,19,518 </td> </tr> <tr> <td style="width:52.0pt"> 2 </td> <td style="width:177.85pt"> Arunachal Pradesh </td> <td style="width:73.25pt"> 1,90,212 </td> <td style="width:70.85pt"> 2,15,897 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 3 </td> <td style="width:177.85pt"> Assam </td> <td style="width:73.25pt"> 90,482 </td> <td style="width:70.85pt"> 1,02,965 </td> <td style="width:63.8pt"> 1,18,504 </td> </tr> <tr> <td style="width:52.0pt"> 4 </td> <td style="width:177.85pt"> Bihar </td> <td style="width:73.25pt"> 43,605 </td> <td style="width:70.85pt"> 49,470 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 5 </td> <td style="width:177.85pt"> Chhattisgarh </td> <td style="width:73.25pt"> 1,04,788 </td> <td style="width:70.85pt"> 1,20,704 </td> <td style="width:63.8pt"> 1,33,898 </td> </tr> <tr> <td style="width:52.0pt"> 6 </td> <td style="width:177.85pt"> Goa </td> <td style="width:73.25pt"> 4,31,351 </td> <td style="width:70.85pt"> 4,72,070 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 7 </td> <td style="width:177.85pt"> Gujarat </td> <td style="width:73.25pt"> 2,12,821 </td> <td style="width:70.85pt"> 2,50,100 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 8 </td> <td style="width:177.85pt"> Haryana </td> <td style="width:73.25pt"> 2,29,065 </td> <td style="width:70.85pt"> 2,64,835 </td> <td style="width:63.8pt"> 2,96,685 </td> </tr> <tr> <td style="width:52.0pt"> 9 </td> <td style="width:177.85pt"> Himachal Pradesh </td> <td style="width:73.25pt"> 1,83,333 </td> <td style="width:70.85pt"> 2,01,854 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 10 </td> <td style="width:177.85pt"> Jharkhand </td> <td style="width:73.25pt"> 71,071 </td> <td style="width:70.85pt"> 78,660 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 11 </td> <td style="width:177.85pt"> Karnataka </td> <td style="width:73.25pt"> 2,21,310 </td> <td style="width:70.85pt"> 2,65,623 </td> <td style="width:63.8pt"> 3,01,673 </td> </tr> <tr> <td style="width:52.0pt"> 12 </td> <td style="width:177.85pt"> Kerala </td> <td style="width:73.25pt"> 1,94,322 </td> <td style="width:70.85pt"> 2,28,767 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 13 </td> <td style="width:177.85pt"> Madhya Pradesh </td> <td style="width:73.25pt"> 1,03,654 </td> <td style="width:70.85pt"> 1,21,594 </td> <td style="width:63.8pt"> 1,40,583 </td> </tr> <tr> <td style="width:52.0pt"> 14 </td> <td style="width:177.85pt"> Maharashtra </td> <td style="width:73.25pt"> 1,83,704 </td> <td style="width:70.85pt"> 2,15,233 </td> <td style="width:63.8pt"> 2,42,247 </td> </tr> <tr> <td style="width:52.0pt"> 15 </td> <td style="width:177.85pt"> Manipur </td> <td style="width:73.25pt"> 79,797 </td> <td style="width:70.85pt"> 84,345 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 16 </td> <td style="width:177.85pt"> Meghalaya </td> <td style="width:73.25pt"> 84,638 </td> <td style="width:70.85pt"> 90,638 </td> <td style="width:63.8pt"> 98,572 </td> </tr> <tr> <td style="width:52.0pt"> 17 </td> <td style="width:177.85pt"> Mizoram </td> <td style="width:73.25pt"> 1,87,838 </td> <td style="width:70.85pt"> 1,88,839 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 18 </td> <td style="width:177.85pt"> Nagaland </td> <td style="width:73.25pt"> 1,26,452 </td> <td style="width:70.85pt"> 1,42,363 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 19 </td> <td style="width:177.85pt"> Odisha </td> <td style="width:73.25pt"> 1,02,166 </td> <td style="width:70.85pt"> 1,28,873 </td> <td style="width:63.8pt"> 1,50,676 </td> </tr> <tr> <td style="width:52.0pt"> 20 </td> <td style="width:177.85pt"> Punjab </td> <td style="width:73.25pt"> 1,49,193 </td> <td style="width:70.85pt"> 1,61,888 </td> <td style="width:63.8pt"> 1,73,873 </td> </tr> <tr> <td style="width:52.0pt"> 21 </td> <td style="width:177.85pt"> Rajasthan </td> <td style="width:73.25pt"> 1,15,122 </td> <td style="width:70.85pt"> 1,35,962 </td> <td style="width:63.8pt"> 1,56,149 </td> </tr> <tr> <td style="width:52.0pt"> 22 </td> <td style="width:177.85pt"> Sikkim </td> <td style="width:73.25pt"> 4,12,754 </td> <td style="width:70.85pt"> 4,72,543 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 23 </td> <td style="width:177.85pt"> Tamil Nadu </td> <td style="width:73.25pt"> 2,12,174 </td> <td style="width:70.85pt"> 2,41,131 </td> <td style="width:63.8pt"> 2,73,288 </td> </tr> <tr> <td style="width:52.0pt"> 24 </td> <td style="width:177.85pt"> Telangana </td> <td style="width:73.25pt"> 2,25,687 </td> <td style="width:70.85pt"> 2,65,942 </td> <td style="width:63.8pt"> 3,08,732 </td> </tr> <tr> <td style="width:52.0pt"> 25 </td> <td style="width:177.85pt"> Tripura </td> <td style="width:73.25pt"> 1,19,789 </td> <td style="width:70.85pt"> 1,40,803 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 26 </td> <td style="width:177.85pt"> Uttar Pradesh </td> <td style="width:73.25pt"> 61,374 </td> <td style="width:70.85pt"> 70,792 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 27 </td> <td style="width:177.85pt"> Uttarakhand </td> <td style="width:73.25pt"> 1,84,002 </td> <td style="width:70.85pt"> 2,11,657 </td> <td style="width:63.8pt"> 2,33,565 </td> </tr> <tr> <td style="width:52.0pt"> 28 </td> <td style="width:177.85pt"> West Bengal </td> <td style="width:73.25pt"> 1,06,510 </td> <td style="width:70.85pt"> 1,24,798 </td> <td style="width:63.8pt"> 1,41,373 </td> </tr> <tr> <td style="width:52.0pt"> 29 </td> <td style="width:177.85pt"> Andaman & Nicobar Islands </td> <td style="width:73.25pt"> 1,97,275 </td> <td style="width:70.85pt"> NA </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 30 </td> <td style="width:177.85pt"> Chandigarh </td> <td style="width:73.25pt"> 2,91,194 </td> <td style="width:70.85pt"> 3,49,373 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 31 </td> <td style="width:177.85pt"> Delhi </td> <td style="width:73.25pt"> 3,31,112 </td> <td style="width:70.85pt"> 3,89,529 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 32 </td> <td style="width:177.85pt"> Jammu & Kashmir </td> <td style="width:73.25pt"> 1,02,803 </td> <td style="width:70.85pt"> 1,16,619 </td> <td style="width:63.8pt"> 1,32,806 </td> </tr> <tr> <td style="width:52.0pt"> 33 </td> <td style="width:177.85pt"> Puducherry </td> <td style="width:73.25pt"> 2,03,178 </td> <td style="width:70.85pt"> 2,09,890 </td> <td style="width:63.8pt"> NA </td> </tr> </tbody> </table> NA: Not Available The Union Territories namely, Dadra & Nagar Haveli and Daman & Diu, Ladakh and Lakshadweep do not prepare the estimates of State Domestic Product (SDP). Annexure II PER CAPITA NET STATE DOMESTIC PRODUCT AT CONSTANT PRICES; BASE YEAR 2011-12 (Figures in Rs) <table align="left" border="1" bordercolor="#ccc" cellpadding="5" cellspacing="0" class="Table" style="border-collapse:collapse"> <tbody> <tr> <td style="width:52.0pt"> S. No. </td> <td style="width:177.85pt"> State\UT </td> <td style="width:73.25pt"> 2020-21 </td> <td style="width:70.85pt"> 2021-22 </td> <td style="width:63.8pt"> 2022-23 </td> </tr> <tr> <td style="width:52.0pt"> (1) </td> <td style="width:177.85pt"> (2) </td> <td style="width:73.25pt"> (3) </td> <td style="width:70.85pt"> (4) </td> <td style="width:63.8pt"> (5) </td> </tr> <tr> <td style="width:52.0pt"> 1 </td> <td style="width:177.85pt"> Andhra Pradesh </td> <td style="width:73.25pt"> 1,05,880 </td> <td style="width:70.85pt"> 1,17,464 </td> <td style="width:63.8pt"> 1,23,526 </td> </tr> <tr> <td style="width:52.0pt"> 2 </td> <td style="width:177.85pt"> Arunachal Pradesh </td> <td style="width:73.25pt"> 1,06,903 </td> <td style="width:70.85pt"> 1,15,311 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 3 </td> <td style="width:177.85pt"> Assam </td> <td style="width:73.25pt"> 61,304 </td> <td style="width:70.85pt"> 65,726 </td> <td style="width:63.8pt"> 69,826 </td> </tr> <tr> <td style="width:52.0pt"> 4 </td> <td style="width:177.85pt"> Bihar </td> <td style="width:73.25pt"> 28,127 </td> <td style="width:70.85pt"> 30,779 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 5 </td> <td style="width:177.85pt"> Chhattisgarh </td> <td style="width:73.25pt"> 73,259 </td> <td style="width:70.85pt"> 78,377 </td> <td style="width:63.8pt"> 83,511 </td> </tr> <tr> <td style="width:52.0pt"> 6 </td> <td style="width:177.85pt"> Goa </td> <td style="width:73.25pt"> 2,98,527 </td> <td style="width:70.85pt"> 3,10,201 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 7 </td> <td style="width:177.85pt"> Gujarat </td> <td style="width:73.25pt"> 1,60,321 </td> <td style="width:70.85pt"> 1,74,539 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 8 </td> <td style="width:177.85pt"> Haryana </td> <td style="width:73.25pt"> 1,55,756 </td> <td style="width:70.85pt"> 1,72,657 </td> <td style="width:63.8pt"> 1,81,961 </td> </tr> <tr> <td style="width:52.0pt"> 9 </td> <td style="width:177.85pt"> Himachal Pradesh </td> <td style="width:73.25pt"> 1,33,079 </td> <td style="width:70.85pt"> 1,41,830 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 10 </td> <td style="width:177.85pt"> Jharkhand </td> <td style="width:73.25pt"> 51,365 </td> <td style="width:70.85pt"> 55,126 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 11 </td> <td style="width:177.85pt"> Karnataka </td> <td style="width:73.25pt"> 1,49,030 </td> <td style="width:70.85pt"> 1,64,471 </td> <td style="width:63.8pt"> 1,76,383 </td> </tr> <tr> <td style="width:52.0pt"> 12 </td> <td style="width:177.85pt"> Kerala </td> <td style="width:73.25pt"> 1,32,700 </td> <td style="width:70.85pt"> 1,48,790 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 13 </td> <td style="width:177.85pt"> Madhya Pradesh </td> <td style="width:73.25pt"> 56,320 </td> <td style="width:70.85pt"> 61,534 </td> <td style="width:63.8pt"> 65,023 </td> </tr> <tr> <td style="width:52.0pt"> 14 </td> <td style="width:177.85pt"> Maharashtra </td> <td style="width:73.25pt"> 1,27,970 </td> <td style="width:70.85pt"> 1,38,490 </td> <td style="width:63.8pt"> 1,46,774 </td> </tr> <tr> <td style="width:52.0pt"> 15 </td> <td style="width:177.85pt"> Manipur </td> <td style="width:73.25pt"> 46,968 </td> <td style="width:70.85pt"> 46,341 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 16 </td> <td style="width:177.85pt"> Meghalaya </td> <td style="width:73.25pt"> 56,679 </td> <td style="width:70.85pt"> 60,606 </td> <td style="width:63.8pt"> 65,336 </td> </tr> <tr> <td style="width:52.0pt"> 17 </td> <td style="width:177.85pt"> Mizoram </td> <td style="width:73.25pt"> 1,18,555 </td> <td style="width:70.85pt"> 1,11,180 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 18 </td> <td style="width:177.85pt"> Nagaland </td> <td style="width:73.25pt"> 72,215 </td> <td style="width:70.85pt"> 79,188 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 19 </td> <td style="width:177.85pt"> Odisha </td> <td style="width:73.25pt"> 70,877 </td> <td style="width:70.85pt"> 79,899 </td> <td style="width:63.8pt"> 86,512 </td> </tr> <tr> <td style="width:52.0pt"> 20 </td> <td style="width:177.85pt"> Punjab </td> <td style="width:73.25pt"> 1,11,662 </td> <td style="width:70.85pt"> 1,16,850 </td> <td style="width:63.8pt"> 1,21,671 </td> </tr> <tr> <td style="width:52.0pt"> 21 </td> <td style="width:177.85pt"> Rajasthan </td> <td style="width:73.25pt"> 73,140 </td> <td style="width:70.85pt"> 80,545 </td> <td style="width:63.8pt"> 86,134 </td> </tr> <tr> <td style="width:52.0pt"> 22 </td> <td style="width:177.85pt"> Sikkim </td> <td style="width:73.25pt"> 2,39,928 </td> <td style="width:70.85pt"> 2,56,507 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 23 </td> <td style="width:177.85pt"> Tamil Nadu </td> <td style="width:73.25pt"> 1,43,528 </td> <td style="width:70.85pt"> 1,54,427 </td> <td style="width:63.8pt"> 1,66,463 </td> </tr> <tr> <td style="width:52.0pt"> 24 </td> <td style="width:177.85pt"> Telangana </td> <td style="width:73.25pt"> 1,39,640 </td> <td style="width:70.85pt"> 1,54,122 </td> <td style="width:63.8pt"> 1,64,657 </td> </tr> <tr> <td style="width:52.0pt"> 25 </td> <td style="width:177.85pt"> Tripura </td> <td style="width:73.25pt"> 80,512 </td> <td style="width:70.85pt"> 86,539 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 26 </td> <td style="width:177.85pt"> Uttar Pradesh </td> <td style="width:73.25pt"> 39,298 </td> <td style="width:70.85pt"> 42,525 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 27 </td> <td style="width:177.85pt"> Uttarakhand </td> <td style="width:73.25pt"> 1,37,987 </td> <td style="width:70.85pt"> 1,49,015 </td> <td style="width:63.8pt"> 1,58,245 </td> </tr> <tr> <td style="width:52.0pt"> 28 </td> <td style="width:177.85pt"> West Bengal </td> <td style="width:73.25pt"> 63,562 </td> <td style="width:70.85pt"> 69,890 </td> <td style="width:63.8pt"> 75,561 </td> </tr> <tr> <td style="width:52.0pt"> 29 </td> <td style="width:177.85pt"> Andaman & Nicobar Islands </td> <td style="width:73.25pt"> 1,52,859 </td> <td style="width:70.85pt"> NA </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 30 </td> <td style="width:177.85pt"> Chandigarh </td> <td style="width:73.25pt"> 1,99,845 </td> <td style="width:70.85pt"> 2,15,825 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 31 </td> <td style="width:177.85pt"> Delhi </td> <td style="width:73.25pt"> 2,34,569 </td> <td style="width:70.85pt"> 2,52,024 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 32 </td> <td style="width:177.85pt"> Jammu & Kashmir </td> <td style="width:73.25pt"> 65,172 </td> <td style="width:70.85pt"> 69,665 </td> <td style="width:63.8pt"> 74,602 </td> </tr> <tr> <td style="width:52.0pt"> 33 </td> <td style="width:177.85pt"> Puducherry </td> <td style="width:73.25pt"> 1,44,866 </td> <td style="width:70.85pt"> 1,49,513 </td> <td style="width:63.8pt"> NA </td> </tr> </tbody> </table> NA: Not Available The Union Territories namely, Dadra & Nagar Haveli and Daman & Diu, Ladakh and Lakshadweep do not prepare the estimates of State Domestic Product (SDP).   Annexure-III Economic Activity/Sector-wise contribution to Overall GVA at Current Prices from 2018-19 to 2022-23 <table border="1" bordercolor="#ccc" cellpadding="5" cellspacing="0" class="Table" style="border-collapse:collapse"> <tbody> <tr> <td style="width:32.25pt"> S.No. </td> <td style="width:153.0pt"> Economic Activity/Sector </td> <td style="width:54.0pt"> 2018-19 (%) </td> <td style="width:72.0pt"> 2019-20* (%) </td> <td style="width:72.0pt"> 2020-21# (%) </td> <td style="width:63.0pt"> 2021-22@ (%) </td> <td style="width:58.5pt"> 2022-23$ (%) </td> </tr> <tr> <td style="width:32.25pt"> 1 </td> <td style="width:153.0pt"> Agriculture, forestry and fishing </td> <td style="width:54.0pt"> 17.64 </td> <td style="width:72.0pt"> 18.33 </td> <td style="width:72.0pt"> 20.32 </td> <td style="width:63.0pt"> 18.97 </td> <td style="width:58.5pt"> 18.42 </td> </tr> <tr> <td style="width:32.25pt"> 2 </td> <td style="width:153.0pt"> Mining and quarrying </td> <td style="width:54.0pt"> 2.20 </td> <td style="width:72.0pt"> 1.94 </td> <td style="width:72.0pt"> 1.74 </td> <td style="width:63.0pt"> 2.00 </td> <td style="width:58.5pt"> 2.36 </td> </tr> <tr> <td style="width:32.25pt"> 3 </td> <td style="width:153.0pt"> Manufacturing </td> <td style="width:54.0pt"> 16.38 </td> <td style="width:72.0pt"> 14.72 </td> <td style="width:72.0pt"> 15.40 </td> <td style="width:63.0pt"> 15.84 </td> <td style="width:58.5pt"> 14.70 </td> </tr> <tr> <td style="width:32.25pt"> 4 </td> <td style="width:153.0pt"> Electricity, Gas, Water supply & Other utility services </td> <td style="width:54.0pt"> 2.62 </td> <td style="width:72.0pt"> 2.74 </td> <td style="width:72.0pt"> 2.75 </td> <td style="width:63.0pt"> 2.59 </td> <td style="width:58.5pt"> 3.00 </td> </tr> <tr> <td style="width:32.25pt"> 5 </td> <td style="width:153.0pt"> Construction </td> <td style="width:54.0pt"> 7.87 </td> <td style="width:72.0pt"> 7.50 </td> <td style="width:72.0pt"> 7.39 </td> <td style="width:63.0pt"> 8.10 </td> <td style="width:58.5pt"> 8.19 </td> </tr> <tr> <td style="width:32.25pt"> 6 </td> <td style="width:153.0pt"> Trade, Hotels, Transport, Communication & Services related to Broadcasting </td> <td style="width:54.0pt"> 18.65 </td> <td style="width:72.0pt"> 18.93 </td> <td style="width:72.0pt"> 15.78 </td> <td style="width:63.0pt"> 16.85 </td> <td style="width:58.5pt"> 17.98 </td> </tr> <tr> <td style="width:32.25pt"> 7 </td> <td style="width:153.0pt"> Financial, Real Estate & Professional Services </td> <td style="width:54.0pt"> 20.55 </td> <td style="width:72.0pt"> 21.11 </td> <td style="width:72.0pt"> 22.19 </td> <td style="width:63.0pt"> 21.51 </td> <td style="width:58.5pt"> 21.42 </td> </tr> <tr> <td style="width:32.25pt"> 8 </td> <td style="width:153.0pt"> Public Administration, Defence& Other Services </td> <td style="width:54.0pt"> 14.10 </td> <td style="width:72.0pt"> 14.74 </td> <td style="width:72.0pt"> 14.43 </td> <td style="width:63.0pt"> 14.13 </td> <td style="width:58.5pt"> 13.94 </td> </tr> <tr> <td style="width:32.25pt"> 9 </td> <td style="width:153.0pt"> TOTAL GVA at basic prices </td> <td style="width:54.0pt"> 100.00 </td> <td style="width:72.0pt"> 100.00 </td> <td style="width:72.0pt"> 100.00 </td> <td style="width:63.0pt"> 100.00 </td> <td style="width:58.5pt"> 100.00 </td> </tr> </tbody> </table> *: Third Revised/Final Estimates; # : Second Revised Estimates; @ : First Revised Estimates; $ Provisional Estimates This information was given by the Minister of State (I/C) for the Ministry of Statistics and Programme Implementation, Ministry of Planning and Minister of State in the Ministry of Corporate Affairs, Rao Inderjit Singh in a written reply in the Rajya Sabha today.   ***** BY/AKN   <div id="reel_pic"> </div> (Release ID: 1942055) Visitor Counter : 205211 <div class="BackgroundRelease"> </div> <div> </div> <div class="ReleaseLang">Read this release in: <a href='https://pib.gov.in/PressReleasePage.aspx?PRID=1942127' target="_blank"> Urdu </a> , <a href='https://pib.gov.in/PressReleasePage.aspx?PRID=1942746' target="_blank"> Manipuri </a> , <a href='https://pib.gov.in/PressReleasePage.aspx?PRID=1942228' target="_blank"> Tamil </a> </div> <div class="RelTag"> <ul> </ul> </div> <div class="clear"> </div> <div class="RelLink"> <ul> </ul> </div> </div> <div id="update12"> <input type="hidden" name="Hidden" id="Hidden" /> <div id="P_CategoryManagement" class="ModalWindow" style="border-width:0px;height:60%;width:60%;overflow:auto;display: none"> <div> <input type="image" name="btnClose" id="btnClose" src="images/close_flat_icon.png" /> </div> <div id="description"> </div> <div class="text-center"> <h2> </h2> </div> <div class="clear"> </div> </div> </div> </div> <div id="PdfDiv" style="display: none;"> <table width="100%"> <tr> <td style="font-weight: 200; text-align: center"> Ministry of Statistics & Programme Implementation <div style="height: 30px; width: 100%;"> </div> <div style="font-weight: 200; text-align: center; font-size: 30px;"> STATE-WISE DATA ON PER CAPITA INCOME </div> <div style="height: 30px; width: 100%;"> </div> <div style="font-weight: 200; text-align: center; font-size: 30px;"> </div> <div style="height: 30px; width: 100%;"> </div> <div style="text-align: center; font-size: 14px;"> Posted On: 24 JUL 2023 3:36PM by PIB Delhi </div> <div style="height: 30px; width: 100%;"> </div> <div style="font-weight: 200; text-align: left; font-size: 16px;"> As per the latest information received from State Governments/Union Territory (UT) Administration, State/UT-wise Per Capita Income, measured in terms of Per Capita Net State Domestic Product (NSDP), at current and constant (2011-12) prices for the last three year 2020-21 to 2022-23 are given in Annexure-I and Annexure-II respectively. The per capita income, at current prices, for the above mentioned last three years indicate increasing trend for all States/UTs. Gross Value Added (GVA) is compiled Economic Activity/Sector-wise, therefore, their contributions to overall GVA of the entire economy for the last 5 years are given in Annexure-III. Annexure I PER CAPITA NET STATE DOMESTIC PRODUCT AT CURRENT PRICES; BASE YEAR 2011-12. (Figures in Rs.)   <table align="left" border="1" bordercolor="#ccc" cellpadding="5" cellspacing="0" class="Table" style="border-collapse:collapse"> <tbody> <tr> <td style="width:52.0pt"> S. No. </td> <td style="width:177.85pt"> State\UT </td> <td style="width:73.25pt"> 2020-21 </td> <td style="width:70.85pt"> 2021-22 </td> <td style="width:63.8pt"> 2022-23 </td> </tr> <tr> <td style="width:52.0pt"> (1) </td> <td style="width:177.85pt"> (2) </td> <td style="width:73.25pt"> (3) </td> <td style="width:70.85pt"> (4) </td> <td style="width:63.8pt"> (5) </td> </tr> <tr> <td style="width:52.0pt"> 1 </td> <td style="width:177.85pt"> Andhra Pradesh </td> <td style="width:73.25pt"> 1,63,746 </td> <td style="width:70.85pt"> 1,92,587 </td> <td style="width:63.8pt"> 2,19,518 </td> </tr> <tr> <td style="width:52.0pt"> 2 </td> <td style="width:177.85pt"> Arunachal Pradesh </td> <td style="width:73.25pt"> 1,90,212 </td> <td style="width:70.85pt"> 2,15,897 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 3 </td> <td style="width:177.85pt"> Assam </td> <td style="width:73.25pt"> 90,482 </td> <td style="width:70.85pt"> 1,02,965 </td> <td style="width:63.8pt"> 1,18,504 </td> </tr> <tr> <td style="width:52.0pt"> 4 </td> <td style="width:177.85pt"> Bihar </td> <td style="width:73.25pt"> 43,605 </td> <td style="width:70.85pt"> 49,470 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 5 </td> <td style="width:177.85pt"> Chhattisgarh </td> <td style="width:73.25pt"> 1,04,788 </td> <td style="width:70.85pt"> 1,20,704 </td> <td style="width:63.8pt"> 1,33,898 </td> </tr> <tr> <td style="width:52.0pt"> 6 </td> <td style="width:177.85pt"> Goa </td> <td style="width:73.25pt"> 4,31,351 </td> <td style="width:70.85pt"> 4,72,070 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 7 </td> <td style="width:177.85pt"> Gujarat </td> <td style="width:73.25pt"> 2,12,821 </td> <td style="width:70.85pt"> 2,50,100 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 8 </td> <td style="width:177.85pt"> Haryana </td> <td style="width:73.25pt"> 2,29,065 </td> <td style="width:70.85pt"> 2,64,835 </td> <td style="width:63.8pt"> 2,96,685 </td> </tr> <tr> <td style="width:52.0pt"> 9 </td> <td style="width:177.85pt"> Himachal Pradesh </td> <td style="width:73.25pt"> 1,83,333 </td> <td style="width:70.85pt"> 2,01,854 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 10 </td> <td style="width:177.85pt"> Jharkhand </td> <td style="width:73.25pt"> 71,071 </td> <td style="width:70.85pt"> 78,660 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 11 </td> <td style="width:177.85pt"> Karnataka </td> <td style="width:73.25pt"> 2,21,310 </td> <td style="width:70.85pt"> 2,65,623 </td> <td style="width:63.8pt"> 3,01,673 </td> </tr> <tr> <td style="width:52.0pt"> 12 </td> <td style="width:177.85pt"> Kerala </td> <td style="width:73.25pt"> 1,94,322 </td> <td style="width:70.85pt"> 2,28,767 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 13 </td> <td style="width:177.85pt"> Madhya Pradesh </td> <td style="width:73.25pt"> 1,03,654 </td> <td style="width:70.85pt"> 1,21,594 </td> <td style="width:63.8pt"> 1,40,583 </td> </tr> <tr> <td style="width:52.0pt"> 14 </td> <td style="width:177.85pt"> Maharashtra </td> <td style="width:73.25pt"> 1,83,704 </td> <td style="width:70.85pt"> 2,15,233 </td> <td style="width:63.8pt"> 2,42,247 </td> </tr> <tr> <td style="width:52.0pt"> 15 </td> <td style="width:177.85pt"> Manipur </td> <td style="width:73.25pt"> 79,797 </td> <td style="width:70.85pt"> 84,345 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 16 </td> <td style="width:177.85pt"> Meghalaya </td> <td style="width:73.25pt"> 84,638 </td> <td style="width:70.85pt"> 90,638 </td> <td style="width:63.8pt"> 98,572 </td> </tr> <tr> <td style="width:52.0pt"> 17 </td> <td style="width:177.85pt"> Mizoram </td> <td style="width:73.25pt"> 1,87,838 </td> <td style="width:70.85pt"> 1,88,839 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 18 </td> <td style="width:177.85pt"> Nagaland </td> <td style="width:73.25pt"> 1,26,452 </td> <td style="width:70.85pt"> 1,42,363 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 19 </td> <td style="width:177.85pt"> Odisha </td> <td style="width:73.25pt"> 1,02,166 </td> <td style="width:70.85pt"> 1,28,873 </td> <td style="width:63.8pt"> 1,50,676 </td> </tr> <tr> <td style="width:52.0pt"> 20 </td> <td style="width:177.85pt"> Punjab </td> <td style="width:73.25pt"> 1,49,193 </td> <td style="width:70.85pt"> 1,61,888 </td> <td style="width:63.8pt"> 1,73,873 </td> </tr> <tr> <td style="width:52.0pt"> 21 </td> <td style="width:177.85pt"> Rajasthan </td> <td style="width:73.25pt"> 1,15,122 </td> <td style="width:70.85pt"> 1,35,962 </td> <td style="width:63.8pt"> 1,56,149 </td> </tr> <tr> <td style="width:52.0pt"> 22 </td> <td style="width:177.85pt"> Sikkim </td> <td style="width:73.25pt"> 4,12,754 </td> <td style="width:70.85pt"> 4,72,543 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 23 </td> <td style="width:177.85pt"> Tamil Nadu </td> <td style="width:73.25pt"> 2,12,174 </td> <td style="width:70.85pt"> 2,41,131 </td> <td style="width:63.8pt"> 2,73,288 </td> </tr> <tr> <td style="width:52.0pt"> 24 </td> <td style="width:177.85pt"> Telangana </td> <td style="width:73.25pt"> 2,25,687 </td> <td style="width:70.85pt"> 2,65,942 </td> <td style="width:63.8pt"> 3,08,732 </td> </tr> <tr> <td style="width:52.0pt"> 25 </td> <td style="width:177.85pt"> Tripura </td> <td style="width:73.25pt"> 1,19,789 </td> <td style="width:70.85pt"> 1,40,803 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 26 </td> <td style="width:177.85pt"> Uttar Pradesh </td> <td style="width:73.25pt"> 61,374 </td> <td style="width:70.85pt"> 70,792 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 27 </td> <td style="width:177.85pt"> Uttarakhand </td> <td style="width:73.25pt"> 1,84,002 </td> <td style="width:70.85pt"> 2,11,657 </td> <td style="width:63.8pt"> 2,33,565 </td> </tr> <tr> <td style="width:52.0pt"> 28 </td> <td style="width:177.85pt"> West Bengal </td> <td style="width:73.25pt"> 1,06,510 </td> <td style="width:70.85pt"> 1,24,798 </td> <td style="width:63.8pt"> 1,41,373 </td> </tr> <tr> <td style="width:52.0pt"> 29 </td> <td style="width:177.85pt"> Andaman & Nicobar Islands </td> <td style="width:73.25pt"> 1,97,275 </td> <td style="width:70.85pt"> NA </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 30 </td> <td style="width:177.85pt"> Chandigarh </td> <td style="width:73.25pt"> 2,91,194 </td> <td style="width:70.85pt"> 3,49,373 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 31 </td> <td style="width:177.85pt"> Delhi </td> <td style="width:73.25pt"> 3,31,112 </td> <td style="width:70.85pt"> 3,89,529 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 32 </td> <td style="width:177.85pt"> Jammu & Kashmir </td> <td style="width:73.25pt"> 1,02,803 </td> <td style="width:70.85pt"> 1,16,619 </td> <td style="width:63.8pt"> 1,32,806 </td> </tr> <tr> <td style="width:52.0pt"> 33 </td> <td style="width:177.85pt"> Puducherry </td> <td style="width:73.25pt"> 2,03,178 </td> <td style="width:70.85pt"> 2,09,890 </td> <td style="width:63.8pt"> NA </td> </tr> </tbody> </table> NA: Not Available The Union Territories namely, Dadra & Nagar Haveli and Daman & Diu, Ladakh and Lakshadweep do not prepare the estimates of State Domestic Product (SDP). Annexure II PER CAPITA NET STATE DOMESTIC PRODUCT AT CONSTANT PRICES; BASE YEAR 2011-12 (Figures in Rs) <table align="left" border="1" bordercolor="#ccc" cellpadding="5" cellspacing="0" class="Table" style="border-collapse:collapse"> <tbody> <tr> <td style="width:52.0pt"> S. No. </td> <td style="width:177.85pt"> State\UT </td> <td style="width:73.25pt"> 2020-21 </td> <td style="width:70.85pt"> 2021-22 </td> <td style="width:63.8pt"> 2022-23 </td> </tr> <tr> <td style="width:52.0pt"> (1) </td> <td style="width:177.85pt"> (2) </td> <td style="width:73.25pt"> (3) </td> <td style="width:70.85pt"> (4) </td> <td style="width:63.8pt"> (5) </td> </tr> <tr> <td style="width:52.0pt"> 1 </td> <td style="width:177.85pt"> Andhra Pradesh </td> <td style="width:73.25pt"> 1,05,880 </td> <td style="width:70.85pt"> 1,17,464 </td> <td style="width:63.8pt"> 1,23,526 </td> </tr> <tr> <td style="width:52.0pt"> 2 </td> <td style="width:177.85pt"> Arunachal Pradesh </td> <td style="width:73.25pt"> 1,06,903 </td> <td style="width:70.85pt"> 1,15,311 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 3 </td> <td style="width:177.85pt"> Assam </td> <td style="width:73.25pt"> 61,304 </td> <td style="width:70.85pt"> 65,726 </td> <td style="width:63.8pt"> 69,826 </td> </tr> <tr> <td style="width:52.0pt"> 4 </td> <td style="width:177.85pt"> Bihar </td> <td style="width:73.25pt"> 28,127 </td> <td style="width:70.85pt"> 30,779 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 5 </td> <td style="width:177.85pt"> Chhattisgarh </td> <td style="width:73.25pt"> 73,259 </td> <td style="width:70.85pt"> 78,377 </td> <td style="width:63.8pt"> 83,511 </td> </tr> <tr> <td style="width:52.0pt"> 6 </td> <td style="width:177.85pt"> Goa </td> <td style="width:73.25pt"> 2,98,527 </td> <td style="width:70.85pt"> 3,10,201 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 7 </td> <td style="width:177.85pt"> Gujarat </td> <td style="width:73.25pt"> 1,60,321 </td> <td style="width:70.85pt"> 1,74,539 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 8 </td> <td style="width:177.85pt"> Haryana </td> <td style="width:73.25pt"> 1,55,756 </td> <td style="width:70.85pt"> 1,72,657 </td> <td style="width:63.8pt"> 1,81,961 </td> </tr> <tr> <td style="width:52.0pt"> 9 </td> <td style="width:177.85pt"> Himachal Pradesh </td> <td style="width:73.25pt"> 1,33,079 </td> <td style="width:70.85pt"> 1,41,830 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 10 </td> <td style="width:177.85pt"> Jharkhand </td> <td style="width:73.25pt"> 51,365 </td> <td style="width:70.85pt"> 55,126 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 11 </td> <td style="width:177.85pt"> Karnataka </td> <td style="width:73.25pt"> 1,49,030 </td> <td style="width:70.85pt"> 1,64,471 </td> <td style="width:63.8pt"> 1,76,383 </td> </tr> <tr> <td style="width:52.0pt"> 12 </td> <td style="width:177.85pt"> Kerala </td> <td style="width:73.25pt"> 1,32,700 </td> <td style="width:70.85pt"> 1,48,790 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 13 </td> <td style="width:177.85pt"> Madhya Pradesh </td> <td style="width:73.25pt"> 56,320 </td> <td style="width:70.85pt"> 61,534 </td> <td style="width:63.8pt"> 65,023 </td> </tr> <tr> <td style="width:52.0pt"> 14 </td> <td style="width:177.85pt"> Maharashtra </td> <td style="width:73.25pt"> 1,27,970 </td> <td style="width:70.85pt"> 1,38,490 </td> <td style="width:63.8pt"> 1,46,774 </td> </tr> <tr> <td style="width:52.0pt"> 15 </td> <td style="width:177.85pt"> Manipur </td> <td style="width:73.25pt"> 46,968 </td> <td style="width:70.85pt"> 46,341 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 16 </td> <td style="width:177.85pt"> Meghalaya </td> <td style="width:73.25pt"> 56,679 </td> <td style="width:70.85pt"> 60,606 </td> <td style="width:63.8pt"> 65,336 </td> </tr> <tr> <td style="width:52.0pt"> 17 </td> <td style="width:177.85pt"> Mizoram </td> <td style="width:73.25pt"> 1,18,555 </td> <td style="width:70.85pt"> 1,11,180 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 18 </td> <td style="width:177.85pt"> Nagaland </td> <td style="width:73.25pt"> 72,215 </td> <td style="width:70.85pt"> 79,188 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 19 </td> <td style="width:177.85pt"> Odisha </td> <td style="width:73.25pt"> 70,877 </td> <td style="width:70.85pt"> 79,899 </td> <td style="width:63.8pt"> 86,512 </td> </tr> <tr> <td style="width:52.0pt"> 20 </td> <td style="width:177.85pt"> Punjab </td> <td style="width:73.25pt"> 1,11,662 </td> <td style="width:70.85pt"> 1,16,850 </td> <td style="width:63.8pt"> 1,21,671 </td> </tr> <tr> <td style="width:52.0pt"> 21 </td> <td style="width:177.85pt"> Rajasthan </td> <td style="width:73.25pt"> 73,140 </td> <td style="width:70.85pt"> 80,545 </td> <td style="width:63.8pt"> 86,134 </td> </tr> <tr> <td style="width:52.0pt"> 22 </td> <td style="width:177.85pt"> Sikkim </td> <td style="width:73.25pt"> 2,39,928 </td> <td style="width:70.85pt"> 2,56,507 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 23 </td> <td style="width:177.85pt"> Tamil Nadu </td> <td style="width:73.25pt"> 1,43,528 </td> <td style="width:70.85pt"> 1,54,427 </td> <td style="width:63.8pt"> 1,66,463 </td> </tr> <tr> <td style="width:52.0pt"> 24 </td> <td style="width:177.85pt"> Telangana </td> <td style="width:73.25pt"> 1,39,640 </td> <td style="width:70.85pt"> 1,54,122 </td> <td style="width:63.8pt"> 1,64,657 </td> </tr> <tr> <td style="width:52.0pt"> 25 </td> <td style="width:177.85pt"> Tripura </td> <td style="width:73.25pt"> 80,512 </td> <td style="width:70.85pt"> 86,539 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 26 </td> <td style="width:177.85pt"> Uttar Pradesh </td> <td style="width:73.25pt"> 39,298 </td> <td style="width:70.85pt"> 42,525 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 27 </td> <td style="width:177.85pt"> Uttarakhand </td> <td style="width:73.25pt"> 1,37,987 </td> <td style="width:70.85pt"> 1,49,015 </td> <td style="width:63.8pt"> 1,58,245 </td> </tr> <tr> <td style="width:52.0pt"> 28 </td> <td style="width:177.85pt"> West Bengal </td> <td style="width:73.25pt"> 63,562 </td> <td style="width:70.85pt"> 69,890 </td> <td style="width:63.8pt"> 75,561 </td> </tr> <tr> <td style="width:52.0pt"> 29 </td> <td style="width:177.85pt"> Andaman & Nicobar Islands </td> <td style="width:73.25pt"> 1,52,859 </td> <td style="width:70.85pt"> NA </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 30 </td> <td style="width:177.85pt"> Chandigarh </td> <td style="width:73.25pt"> 1,99,845 </td> <td style="width:70.85pt"> 2,15,825 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 31 </td> <td style="width:177.85pt"> Delhi </td> <td style="width:73.25pt"> 2,34,569 </td> <td style="width:70.85pt"> 2,52,024 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 32 </td> <td style="width:177.85pt"> Jammu & Kashmir </td> <td style="width:73.25pt"> 65,172 </td> <td style="width:70.85pt"> 69,665 </td> <td style="width:63.8pt"> 74,602 </td> </tr> <tr> <td style="width:52.0pt"> 33 </td> <td style="width:177.85pt"> Puducherry </td> <td style="width:73.25pt"> 1,44,866 </td> <td style="width:70.85pt"> 1,49,513 </td> <td style="width:63.8pt"> NA </td> </tr> </tbody> </table> NA: Not Available The Union Territories namely, Dadra & Nagar Haveli and Daman & Diu, Ladakh and Lakshadweep do not prepare the estimates of State Domestic Product (SDP).   Annexure-III Economic Activity/Sector-wise contribution to Overall GVA at Current Prices from 2018-19 to 2022-23 <table border="1" bordercolor="#ccc" cellpadding="5" cellspacing="0" class="Table" style="border-collapse:collapse"> <tbody> <tr> <td style="width:32.25pt"> S.No. </td> <td style="width:153.0pt"> Economic Activity/Sector </td> <td style="width:54.0pt"> 2018-19 (%) </td> <td style="width:72.0pt"> 2019-20* (%) </td> <td style="width:72.0pt"> 2020-21# (%) </td> <td style="width:63.0pt"> 2021-22@ (%) </td> <td style="width:58.5pt"> 2022-23$ (%) </td> </tr> <tr> <td style="width:32.25pt"> 1 </td> <td style="width:153.0pt"> Agriculture, forestry and fishing </td> <td style="width:54.0pt"> 17.64 </td> <td style="width:72.0pt"> 18.33 </td> <td style="width:72.0pt"> 20.32 </td> <td style="width:63.0pt"> 18.97 </td> <td style="width:58.5pt"> 18.42 </td> </tr> <tr> <td style="width:32.25pt"> 2 </td> <td style="width:153.0pt"> Mining and quarrying </td> <td style="width:54.0pt"> 2.20 </td> <td style="width:72.0pt"> 1.94 </td> <td style="width:72.0pt"> 1.74 </td> <td style="width:63.0pt"> 2.00 </td> <td style="width:58.5pt"> 2.36 </td> </tr> <tr> <td style="width:32.25pt"> 3 </td> <td style="width:153.0pt"> Manufacturing </td> <td style="width:54.0pt"> 16.38 </td> <td style="width:72.0pt"> 14.72 </td> <td style="width:72.0pt"> 15.40 </td> <td style="width:63.0pt"> 15.84 </td> <td style="width:58.5pt"> 14.70 </td> </tr> <tr> <td style="width:32.25pt"> 4 </td> <td style="width:153.0pt"> Electricity, Gas, Water supply & Other utility services </td> <td style="width:54.0pt"> 2.62 </td> <td style="width:72.0pt"> 2.74 </td> <td style="width:72.0pt"> 2.75 </td> <td style="width:63.0pt"> 2.59 </td> <td style="width:58.5pt"> 3.00 </td> </tr> <tr> <td style="width:32.25pt"> 5 </td> <td style="width:153.0pt"> Construction </td> <td style="width:54.0pt"> 7.87 </td> <td style="width:72.0pt"> 7.50 </td> <td style="width:72.0pt"> 7.39 </td> <td style="width:63.0pt"> 8.10 </td> <td style="width:58.5pt"> 8.19 </td> </tr> <tr> <td style="width:32.25pt"> 6 </td> <td style="width:153.0pt"> Trade, Hotels, Transport, Communication & Services related to Broadcasting </td> <td style="width:54.0pt"> 18.65 </td> <td style="width:72.0pt"> 18.93 </td> <td style="width:72.0pt"> 15.78 </td> <td style="width:63.0pt"> 16.85 </td> <td style="width:58.5pt"> 17.98 </td> </tr> <tr> <td style="width:32.25pt"> 7 </td> <td style="width:153.0pt"> Financial, Real Estate & Professional Services </td> <td style="width:54.0pt"> 20.55 </td> <td style="width:72.0pt"> 21.11 </td> <td style="width:72.0pt"> 22.19 </td> <td style="width:63.0pt"> 21.51 </td> <td style="width:58.5pt"> 21.42 </td> </tr> <tr> <td style="width:32.25pt"> 8 </td> <td style="width:153.0pt"> Public Administration, Defence& Other Services </td> <td style="width:54.0pt"> 14.10 </td> <td style="width:72.0pt"> 14.74 </td> <td style="width:72.0pt"> 14.43 </td> <td style="width:63.0pt"> 14.13 </td> <td style="width:58.5pt"> 13.94 </td> </tr> <tr> <td style="width:32.25pt"> 9 </td> <td style="width:153.0pt"> TOTAL GVA at basic prices </td> <td style="width:54.0pt"> 100.00 </td> <td style="width:72.0pt"> 100.00 </td> <td style="width:72.0pt"> 100.00 </td> <td style="width:63.0pt"> 100.00 </td> <td style="width:58.5pt"> 100.00 </td> </tr> </tbody> </table> *: Third Revised/Final Estimates; # : Second Revised Estimates; @ : First Revised Estimates; $ Provisional Estimates This information was given by the Minister of State (I/C) for the Ministry of Statistics and Programme Implementation, Ministry of Planning and Minister of State in the Ministry of Corporate Affairs, Rao Inderjit Singh in a written reply in the Rajya Sabha today.   ***** BY/AKN   </div> <div style="height: 30px; width: 100%;"> </div> <div style="height: 30px; width: 100%;"> </div> <div style="font-weight: 100; text-align: left; font-size: 16px;"> (Release ID: 1942055) </div> <div style="height: 30px; width: 100%;"> </div> </td> </tr> <tr> <td style="font-weight: 200; text-align: center; font-size: 24px;"></td> </tr> </table> </div> <div class="clearfix"> </div> <div class="section1"> <div id="frst_t"> <div id="arr_rm"><div class='sticky-social_mb'><ul class='social_mb'><a href='http://www.facebook.com/share.php?u=https://pib.gov.in/PressReleasePage.aspx?PRID=1942055' target='_blank'><li class='fb_b' ><img src='https://static.pib.gov.in/WriteReadData/userfiles/socialmedianew/facebook.jpg' alt='Share on 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INCOME&summary=My%20favorite%20developer%20program&source=LinkedIn' target='_blank'><li class='fa-linkedin_r' ><img src='https://static.pib.gov.in/WriteReadData/userfiles/socialmedianew/linkedin.png' alt='Share on linkedin' width='35' /></li></a></ul></div></div> </div> </div> <input type="hidden" name="ltrTitlee" id="ltrTitlee" value="STATE-WISE DATA ON PER CAPITA INCOME" /> <input type="hidden" name="ltrSubtitlee" id="ltrSubtitlee" /> <input type="hidden" name="ltrDescriptionn" id="ltrDescriptionn" value="As per the latest information received from State Governments/Union Territory (UT) Administration, State/UT-wise Per Capita Income, measured in terms of Per Capita Net State Domestic Product (NSDP), at current and constant (2011-12) prices for the last three year 2020-21 to 2022-23 are given in Annexure-I and Annexure-II respectively. The per capita income, at current prices, for the above mentioned last three years indicate increasing trend for all States/UTs. Gross Value Added (GVA) is compiled Economic Activity/Sector-wise, therefore, their contributions to overall GVA of the entire economy for the last 5 years are given in Annexure-III. Annexure I PER CAPITA NET STATE DOMESTIC PRODUCT AT CURRENT PRICES; BASE YEAR 2011-12. (Figures in Rs.) &nbsp; <table align="left" border="1" bordercolor="#ccc" cellpadding="5" cellspacing="0" class="Table" style="border-collapse:collapse"> <tbody> <tr> <td style="width:52.0pt"> S. No. </td> <td style="width:177.85pt"> State\UT </td> <td style="width:73.25pt"> 2020-21 </td> <td style="width:70.85pt"> 2021-22 </td> <td style="width:63.8pt"> 2022-23 </td> </tr> <tr> <td style="width:52.0pt"> (1) </td> <td style="width:177.85pt"> (2) </td> <td style="width:73.25pt"> (3) </td> <td style="width:70.85pt"> (4) </td> <td style="width:63.8pt"> (5) </td> </tr> <tr> <td style="width:52.0pt"> 1 </td> <td style="width:177.85pt"> Andhra Pradesh </td> <td style="width:73.25pt"> 1,63,746 </td> <td style="width:70.85pt"> 1,92,587 </td> <td style="width:63.8pt"> 2,19,518 </td> </tr> <tr> <td style="width:52.0pt"> 2 </td> <td style="width:177.85pt"> Arunachal Pradesh </td> <td style="width:73.25pt"> 1,90,212 </td> <td style="width:70.85pt"> 2,15,897 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 3 </td> <td style="width:177.85pt"> Assam </td> <td style="width:73.25pt"> 90,482 </td> <td style="width:70.85pt"> 1,02,965 </td> <td style="width:63.8pt"> 1,18,504 </td> </tr> <tr> <td style="width:52.0pt"> 4 </td> <td style="width:177.85pt"> Bihar </td> <td style="width:73.25pt"> 43,605 </td> <td style="width:70.85pt"> 49,470 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 5 </td> <td style="width:177.85pt"> Chhattisgarh </td> <td style="width:73.25pt"> 1,04,788 </td> <td style="width:70.85pt"> 1,20,704 </td> <td style="width:63.8pt"> 1,33,898 </td> </tr> <tr> <td style="width:52.0pt"> 6 </td> <td style="width:177.85pt"> Goa </td> <td style="width:73.25pt"> 4,31,351 </td> <td style="width:70.85pt"> 4,72,070 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 7 </td> <td style="width:177.85pt"> Gujarat </td> <td style="width:73.25pt"> 2,12,821 </td> <td style="width:70.85pt"> 2,50,100 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 8 </td> <td style="width:177.85pt"> Haryana </td> <td style="width:73.25pt"> 2,29,065 </td> <td style="width:70.85pt"> 2,64,835 </td> <td style="width:63.8pt"> 2,96,685 </td> </tr> <tr> <td style="width:52.0pt"> 9 </td> <td style="width:177.85pt"> Himachal Pradesh </td> <td style="width:73.25pt"> 1,83,333 </td> <td style="width:70.85pt"> 2,01,854 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 10 </td> <td style="width:177.85pt"> Jharkhand </td> <td style="width:73.25pt"> 71,071 </td> <td style="width:70.85pt"> 78,660 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 11 </td> <td style="width:177.85pt"> Karnataka </td> <td style="width:73.25pt"> 2,21,310 </td> <td style="width:70.85pt"> 2,65,623 </td> <td style="width:63.8pt"> 3,01,673 </td> </tr> <tr> <td style="width:52.0pt"> 12 </td> <td style="width:177.85pt"> Kerala </td> <td style="width:73.25pt"> 1,94,322 </td> <td style="width:70.85pt"> 2,28,767 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 13 </td> <td style="width:177.85pt"> Madhya Pradesh </td> <td style="width:73.25pt"> 1,03,654 </td> <td style="width:70.85pt"> 1,21,594 </td> <td style="width:63.8pt"> 1,40,583 </td> </tr> <tr> <td style="width:52.0pt"> 14 </td> <td style="width:177.85pt"> Maharashtra </td> <td style="width:73.25pt"> 1,83,704 </td> <td style="width:70.85pt"> 2,15,233 </td> <td style="width:63.8pt"> 2,42,247 </td> </tr> <tr> <td style="width:52.0pt"> 15 </td> <td style="width:177.85pt"> Manipur </td> <td style="width:73.25pt"> 79,797 </td> <td style="width:70.85pt"> 84,345 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 16 </td> <td style="width:177.85pt"> Meghalaya </td> <td style="width:73.25pt"> 84,638 </td> <td style="width:70.85pt"> 90,638 </td> <td style="width:63.8pt"> 98,572 </td> </tr> <tr> <td style="width:52.0pt"> 17 </td> <td style="width:177.85pt"> Mizoram </td> <td style="width:73.25pt"> 1,87,838 </td> <td style="width:70.85pt"> 1,88,839 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 18 </td> <td style="width:177.85pt"> Nagaland </td> <td style="width:73.25pt"> 1,26,452 </td> <td style="width:70.85pt"> 1,42,363 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 19 </td> <td style="width:177.85pt"> Odisha </td> <td style="width:73.25pt"> 1,02,166 </td> <td style="width:70.85pt"> 1,28,873 </td> <td style="width:63.8pt"> 1,50,676 </td> </tr> <tr> <td style="width:52.0pt"> 20 </td> <td style="width:177.85pt"> Punjab </td> <td style="width:73.25pt"> 1,49,193 </td> <td style="width:70.85pt"> 1,61,888 </td> <td style="width:63.8pt"> 1,73,873 </td> </tr> <tr> <td style="width:52.0pt"> 21 </td> <td style="width:177.85pt"> Rajasthan </td> <td style="width:73.25pt"> 1,15,122 </td> <td style="width:70.85pt"> 1,35,962 </td> <td style="width:63.8pt"> 1,56,149 </td> </tr> <tr> <td style="width:52.0pt"> 22 </td> <td style="width:177.85pt"> Sikkim </td> <td style="width:73.25pt"> 4,12,754 </td> <td style="width:70.85pt"> 4,72,543 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 23 </td> <td style="width:177.85pt"> Tamil Nadu </td> <td style="width:73.25pt"> 2,12,174 </td> <td style="width:70.85pt"> 2,41,131 </td> <td style="width:63.8pt"> 2,73,288 </td> </tr> <tr> <td style="width:52.0pt"> 24 </td> <td style="width:177.85pt"> Telangana </td> <td style="width:73.25pt"> 2,25,687 </td> <td style="width:70.85pt"> 2,65,942 </td> <td style="width:63.8pt"> 3,08,732 </td> </tr> <tr> <td style="width:52.0pt"> 25 </td> <td style="width:177.85pt"> Tripura </td> <td style="width:73.25pt"> 1,19,789 </td> <td style="width:70.85pt"> 1,40,803 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 26 </td> <td style="width:177.85pt"> Uttar Pradesh </td> <td style="width:73.25pt"> 61,374 </td> <td style="width:70.85pt"> 70,792 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 27 </td> <td style="width:177.85pt"> Uttarakhand </td> <td style="width:73.25pt"> 1,84,002 </td> <td style="width:70.85pt"> 2,11,657 </td> <td style="width:63.8pt"> 2,33,565 </td> </tr> <tr> <td style="width:52.0pt"> 28 </td> <td style="width:177.85pt"> West Bengal </td> <td style="width:73.25pt"> 1,06,510 </td> <td style="width:70.85pt"> 1,24,798 </td> <td style="width:63.8pt"> 1,41,373 </td> </tr> <tr> <td style="width:52.0pt"> 29 </td> <td style="width:177.85pt"> Andaman &amp; Nicobar Islands </td> <td style="width:73.25pt"> 1,97,275 </td> <td style="width:70.85pt"> NA </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 30 </td> <td style="width:177.85pt"> Chandigarh </td> <td style="width:73.25pt"> 2,91,194 </td> <td style="width:70.85pt"> 3,49,373 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 31 </td> <td style="width:177.85pt"> Delhi </td> <td style="width:73.25pt"> 3,31,112 </td> <td style="width:70.85pt"> 3,89,529 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 32 </td> <td style="width:177.85pt"> Jammu &amp; Kashmir </td> <td style="width:73.25pt"> 1,02,803 </td> <td style="width:70.85pt"> 1,16,619 </td> <td style="width:63.8pt"> 1,32,806 </td> </tr> <tr> <td style="width:52.0pt"> 33 </td> <td style="width:177.85pt"> Puducherry </td> <td style="width:73.25pt"> 2,03,178 </td> <td style="width:70.85pt"> 2,09,890 </td> <td style="width:63.8pt"> NA </td> </tr> </tbody> </table> NA: Not Available The Union Territories namely, Dadra &amp; Nagar Haveli and Daman &amp; Diu, Ladakh and Lakshadweep do not prepare the estimates of State Domestic Product (SDP). Annexure II PER CAPITA NET STATE DOMESTIC PRODUCT AT CONSTANT PRICES; BASE YEAR 2011-12 (Figures in Rs) <table align="left" border="1" bordercolor="#ccc" cellpadding="5" cellspacing="0" class="Table" style="border-collapse:collapse"> <tbody> <tr> <td style="width:52.0pt"> S. No. </td> <td style="width:177.85pt"> State\UT </td> <td style="width:73.25pt"> 2020-21 </td> <td style="width:70.85pt"> 2021-22 </td> <td style="width:63.8pt"> 2022-23 </td> </tr> <tr> <td style="width:52.0pt"> (1) </td> <td style="width:177.85pt"> (2) </td> <td style="width:73.25pt"> (3) </td> <td style="width:70.85pt"> (4) </td> <td style="width:63.8pt"> (5) </td> </tr> <tr> <td style="width:52.0pt"> 1 </td> <td style="width:177.85pt"> Andhra Pradesh </td> <td style="width:73.25pt"> 1,05,880 </td> <td style="width:70.85pt"> 1,17,464 </td> <td style="width:63.8pt"> 1,23,526 </td> </tr> <tr> <td style="width:52.0pt"> 2 </td> <td style="width:177.85pt"> Arunachal Pradesh </td> <td style="width:73.25pt"> 1,06,903 </td> <td style="width:70.85pt"> 1,15,311 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 3 </td> <td style="width:177.85pt"> Assam </td> <td style="width:73.25pt"> 61,304 </td> <td style="width:70.85pt"> 65,726 </td> <td style="width:63.8pt"> 69,826 </td> </tr> <tr> <td style="width:52.0pt"> 4 </td> <td style="width:177.85pt"> Bihar </td> <td style="width:73.25pt"> 28,127 </td> <td style="width:70.85pt"> 30,779 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 5 </td> <td style="width:177.85pt"> Chhattisgarh </td> <td style="width:73.25pt"> 73,259 </td> <td style="width:70.85pt"> 78,377 </td> <td style="width:63.8pt"> 83,511 </td> </tr> <tr> <td style="width:52.0pt"> 6 </td> <td style="width:177.85pt"> Goa </td> <td style="width:73.25pt"> 2,98,527 </td> <td style="width:70.85pt"> 3,10,201 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 7 </td> <td style="width:177.85pt"> Gujarat </td> <td style="width:73.25pt"> 1,60,321 </td> <td style="width:70.85pt"> 1,74,539 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 8 </td> <td style="width:177.85pt"> Haryana </td> <td style="width:73.25pt"> 1,55,756 </td> <td style="width:70.85pt"> 1,72,657 </td> <td style="width:63.8pt"> 1,81,961 </td> </tr> <tr> <td style="width:52.0pt"> 9 </td> <td style="width:177.85pt"> Himachal Pradesh </td> <td style="width:73.25pt"> 1,33,079 </td> <td style="width:70.85pt"> 1,41,830 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 10 </td> <td style="width:177.85pt"> Jharkhand </td> <td style="width:73.25pt"> 51,365 </td> <td style="width:70.85pt"> 55,126 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 11 </td> <td style="width:177.85pt"> Karnataka </td> <td style="width:73.25pt"> 1,49,030 </td> <td style="width:70.85pt"> 1,64,471 </td> <td style="width:63.8pt"> 1,76,383 </td> </tr> <tr> <td style="width:52.0pt"> 12 </td> <td style="width:177.85pt"> Kerala </td> <td style="width:73.25pt"> 1,32,700 </td> <td style="width:70.85pt"> 1,48,790 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 13 </td> <td style="width:177.85pt"> Madhya Pradesh </td> <td style="width:73.25pt"> 56,320 </td> <td style="width:70.85pt"> 61,534 </td> <td style="width:63.8pt"> 65,023 </td> </tr> <tr> <td style="width:52.0pt"> 14 </td> <td style="width:177.85pt"> Maharashtra </td> <td style="width:73.25pt"> 1,27,970 </td> <td style="width:70.85pt"> 1,38,490 </td> <td style="width:63.8pt"> 1,46,774 </td> </tr> <tr> <td style="width:52.0pt"> 15 </td> <td style="width:177.85pt"> Manipur </td> <td style="width:73.25pt"> 46,968 </td> <td style="width:70.85pt"> 46,341 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 16 </td> <td style="width:177.85pt"> Meghalaya </td> <td style="width:73.25pt"> 56,679 </td> <td style="width:70.85pt"> 60,606 </td> <td style="width:63.8pt"> 65,336 </td> </tr> <tr> <td style="width:52.0pt"> 17 </td> <td style="width:177.85pt"> Mizoram </td> <td style="width:73.25pt"> 1,18,555 </td> <td style="width:70.85pt"> 1,11,180 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 18 </td> <td style="width:177.85pt"> Nagaland </td> <td style="width:73.25pt"> 72,215 </td> <td style="width:70.85pt"> 79,188 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 19 </td> <td style="width:177.85pt"> Odisha </td> <td style="width:73.25pt"> 70,877 </td> <td style="width:70.85pt"> 79,899 </td> <td style="width:63.8pt"> 86,512 </td> </tr> <tr> <td style="width:52.0pt"> 20 </td> <td style="width:177.85pt"> Punjab </td> <td style="width:73.25pt"> 1,11,662 </td> <td style="width:70.85pt"> 1,16,850 </td> <td style="width:63.8pt"> 1,21,671 </td> </tr> <tr> <td style="width:52.0pt"> 21 </td> <td style="width:177.85pt"> Rajasthan </td> <td style="width:73.25pt"> 73,140 </td> <td style="width:70.85pt"> 80,545 </td> <td style="width:63.8pt"> 86,134 </td> </tr> <tr> <td style="width:52.0pt"> 22 </td> <td style="width:177.85pt"> Sikkim </td> <td style="width:73.25pt"> 2,39,928 </td> <td style="width:70.85pt"> 2,56,507 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 23 </td> <td style="width:177.85pt"> Tamil Nadu </td> <td style="width:73.25pt"> 1,43,528 </td> <td style="width:70.85pt"> 1,54,427 </td> <td style="width:63.8pt"> 1,66,463 </td> </tr> <tr> <td style="width:52.0pt"> 24 </td> <td style="width:177.85pt"> Telangana </td> <td style="width:73.25pt"> 1,39,640 </td> <td style="width:70.85pt"> 1,54,122 </td> <td style="width:63.8pt"> 1,64,657 </td> </tr> <tr> <td style="width:52.0pt"> 25 </td> <td style="width:177.85pt"> Tripura </td> <td style="width:73.25pt"> 80,512 </td> <td style="width:70.85pt"> 86,539 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 26 </td> <td style="width:177.85pt"> Uttar Pradesh </td> <td style="width:73.25pt"> 39,298 </td> <td style="width:70.85pt"> 42,525 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 27 </td> <td style="width:177.85pt"> Uttarakhand </td> <td style="width:73.25pt"> 1,37,987 </td> <td style="width:70.85pt"> 1,49,015 </td> <td style="width:63.8pt"> 1,58,245 </td> </tr> <tr> <td style="width:52.0pt"> 28 </td> <td style="width:177.85pt"> West Bengal </td> <td style="width:73.25pt"> 63,562 </td> <td style="width:70.85pt"> 69,890 </td> <td style="width:63.8pt"> 75,561 </td> </tr> <tr> <td style="width:52.0pt"> 29 </td> <td style="width:177.85pt"> Andaman &amp; Nicobar Islands </td> <td style="width:73.25pt"> 1,52,859 </td> <td style="width:70.85pt"> NA </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 30 </td> <td style="width:177.85pt"> Chandigarh </td> <td style="width:73.25pt"> 1,99,845 </td> <td style="width:70.85pt"> 2,15,825 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 31 </td> <td style="width:177.85pt"> Delhi </td> <td style="width:73.25pt"> 2,34,569 </td> <td style="width:70.85pt"> 2,52,024 </td> <td style="width:63.8pt"> NA </td> </tr> <tr> <td style="width:52.0pt"> 32 </td> <td style="width:177.85pt"> Jammu &amp; Kashmir </td> <td style="width:73.25pt"> 65,172 </td> <td style="width:70.85pt"> 69,665 </td> <td style="width:63.8pt"> 74,602 </td> </tr> <tr> <td style="width:52.0pt"> 33 </td> <td style="width:177.85pt"> Puducherry </td> <td style="width:73.25pt"> 1,44,866 </td> <td style="width:70.85pt"> 1,49,513 </td> <td style="width:63.8pt"> NA </td> </tr> </tbody> </table> NA: Not Available The Union Territories namely, Dadra &amp; Nagar Haveli and Daman &amp; Diu, Ladakh and Lakshadweep do not prepare the estimates of State Domestic Product (SDP). &nbsp; Annexure-III Economic Activity/Sector-wise contribution to Overall GVA at Current Prices from 2018-19 to 2022-23 <table border="1" bordercolor="#ccc" cellpadding="5" cellspacing="0" class="Table" style="border-collapse:collapse"> <tbody> <tr> <td style="width:32.25pt"> S.No. </td> <td style="width:153.0pt"> Economic Activity/Sector </td> <td style="width:54.0pt"> 2018-19 (%) </td> <td style="width:72.0pt"> 2019-20* (%) </td> <td style="width:72.0pt"> 2020-21# (%) </td> <td style="width:63.0pt"> 2021-22@ (%) </td> <td style="width:58.5pt"> 2022-23$ (%) </td> </tr> <tr> <td style="width:32.25pt"> 1 </td> <td style="width:153.0pt"> Agriculture, forestry and fishing </td> <td style="width:54.0pt"> 17.64 </td> <td style="width:72.0pt"> 18.33 </td> <td style="width:72.0pt"> 20.32 </td> <td style="width:63.0pt"> 18.97 </td> <td style="width:58.5pt"> 18.42 </td> </tr> <tr> <td style="width:32.25pt"> 2 </td> <td style="width:153.0pt"> Mining and quarrying </td> <td style="width:54.0pt"> 2.20 </td> <td style="width:72.0pt"> 1.94 </td> <td style="width:72.0pt"> 1.74 </td> <td style="width:63.0pt"> 2.00 </td> <td style="width:58.5pt"> 2.36 </td> </tr> <tr> <td style="width:32.25pt"> 3 </td> <td style="width:153.0pt"> Manufacturing </td> <td style="width:54.0pt"> 16.38 </td> <td style="width:72.0pt"> 14.72 </td> <td style="width:72.0pt"> 15.40 </td> <td style="width:63.0pt"> 15.84 </td> <td style="width:58.5pt"> 14.70 </td> </tr> <tr> <td style="width:32.25pt"> 4 </td> <td style="width:153.0pt"> Electricity, Gas, Water supply &amp; Other utility services </td> <td style="width:54.0pt"> 2.62 </td> <td style="width:72.0pt"> 2.74 </td> <td style="width:72.0pt"> 2.75 </td> <td style="width:63.0pt"> 2.59 </td> <td style="width:58.5pt"> 3.00 </td> </tr> <tr> <td style="width:32.25pt"> 5 </td> <td style="width:153.0pt"> Construction </td> <td style="width:54.0pt"> 7.87 </td> <td style="width:72.0pt"> 7.50 </td> <td style="width:72.0pt"> 7.39 </td> <td style="width:63.0pt"> 8.10 </td> <td style="width:58.5pt"> 8.19 </td> </tr> <tr> <td style="width:32.25pt"> 6 </td> <td style="width:153.0pt"> Trade, Hotels, Transport, Communication &amp; Services related to Broadcasting </td> <td style="width:54.0pt"> 18.65 </td> <td style="width:72.0pt"> 18.93 </td> <td style="width:72.0pt"> 15.78 </td> <td style="width:63.0pt"> 16.85 </td> <td style="width:58.5pt"> 17.98 </td> </tr> <tr> <td style="width:32.25pt"> 7 </td> <td style="width:153.0pt"> Financial, Real Estate &amp; Professional Services </td> <td style="width:54.0pt"> 20.55 </td> <td style="width:72.0pt"> 21.11 </td> <td style="width:72.0pt"> 22.19 </td> <td style="width:63.0pt"> 21.51 </td> <td style="width:58.5pt"> 21.42 </td> </tr> <tr> <td style="width:32.25pt"> 8 </td> <td style="width:153.0pt"> Public Administration, Defence&amp; Other Services </td> <td style="width:54.0pt"> 14.10 </td> <td style="width:72.0pt"> 14.74 </td> <td style="width:72.0pt"> 14.43 </td> <td style="width:63.0pt"> 14.13 </td> <td style="width:58.5pt"> 13.94 </td> </tr> <tr> <td style="width:32.25pt"> 9 </td> <td style="width:153.0pt"> TOTAL GVA at basic prices </td> <td style="width:54.0pt"> 100.00 </td> <td style="width:72.0pt"> 100.00 </td> <td style="width:72.0pt"> 100.00 </td> <td style="width:63.0pt"> 100.00 </td> <td style="width:58.5pt"> 100.00 </td> </tr> </tbody> </table> *: Third Revised/Final Estimates; # : Second Revised Estimates; @ : First Revised 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