if u+v=x ,u-v=y find the jocobian of two variables
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Answer:
J=[
∂u
∂x
∂u
∂y
∂v
∂x
∂v
∂y
]=[
1+v
v
u
1+u
]
∣J∣=(1+v)(1+u)−uv=1+u+v
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