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LA REGLA DE CRAMER A PARTIR DEL PRODUCTO GENERALIZADO EN Rn | Universitas Scientiarum

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Through the eometric interpretation of these products, we can define the product vector in the vector spaces, Â2, Â 4and Ân . 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Through the eometric interpretation of these products, we can define the product vector in the vector spaces, Â2, Â 4and Â<em>n</em> . With the generalized product vector, and elemental deduction of the Cramer’s rule is presented </div> </div> <div class="panel panel-default issue"> <div class="panel-heading"> Keywords </div> <div class="panel-body"> </div> </div> <div class="panel panel-default issue"> <div class="panel-heading"> References </div> <div class="panel-body"> </div></div> <div class="panel panel-default citation"> <div class=" panel-heading"> How to Cite </div> <div class="value panel-body"> <div id="citationOutput" role="region" aria-live="polite"> <div class="csl-bib-body"> <div class="csl-entry">Aranda Silva, M., &#38; Núñez, R. (2003). LA REGLA DE CRAMER A PARTIR DEL PRODUCTO GENERALIZADO EN Rn. <i>Universitas Scientiarum</i>, <i>8</i>, 13–15. 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