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Sistemas de ecuaciones con dos incógnitas

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Sistemas de ecuaciones con dos incógnitas

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Resolución por métodos

Created by

Virginia Aguilar Hernandez
Virginia Aguilar Hernandez
Mexico

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Sistemas de ecuaciones con dos incógnitas
 

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Sistemas de ecuaciones con dos incógnitasOnline version

Resolución por métodos

by Virginia Aguilar Hernandez
1

Un de con consiste en dos ecuaciones lineales que comparten las mismas variables . Para resolverlo , podemos emplear métodos como , o gráfico . Supón las ecuaciones x + y = 7 y 2x - y = 1 . Sumando ambas ecuaciones , obtenemos 3x = 8 , por lo que x = 8 / 3 . Sustituyendo en la primera , y = 7 - x , resulta y = 7 - 8 / 3 = 13 / 3 . La solución del sistema es ( x , y ) = ( 8 / 3 , 13 / 3 ) .

 
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