Let $x = 2 u + v$ and $y = u - 2 v$ Then $\frac { \partial ( x , y ) } { \partial ( u , v ) }$ is

A) $- 6$
B) $- 5$
C) $- 4$
D) $- 3$
E) $- 2$

Name: Let $x = 2 u + v$ and $y = u - 2 v$ Then $\frac { \partial ( x , y ) } { \partial ( u , v ) }$ is A) $- 6$ B) $- 5$ C) $- 4$ D) $- 3$ E) $- 2$
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Question

Let $x = 2 u + v$ and $y = u - 2 v$ Then $\frac { \partial ( x , y ) } { \partial ( u , v ) }$ is

A) $- 6$
B) $- 5$
C) $- 4$
D) $- 3$
E) $- 2$

Quizplus · Accepted Answer

The Answer of Let $x = 2 u + v$ and $y = u - 2 v$ Then $\frac { \partial ( x , y ) } { \partial ( u , v ) }$ is

A) $- 6$
B) $- 5$
C) $- 4$
D) $- 3$
E) $- 2$

Let x=2u+vx = 2 u + vx=2u+v And y=u−2vy = u - 2 vy=u−2v

Let $x = 2 u + v$ And $y = u - 2 v$