if z=f(x,y) where x=uv and y=u/v then show that (∂z/∂y)=(v-2)(∂z/∂u)-(v²/2u)(∂z/∂v)

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if z=f(x,y) where x=uv and y=u/v then show that (∂z/∂y)=(v-2)(∂z/∂u)-(v²/2u)(∂z/∂v)

if z=f(x,y) where x=uv and y=u/v then show that (∂z/∂y)=(v-2)(∂z/∂u)-(v²/2u)(∂z/∂v)

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if z=f(x,y) where x=uv and y=u/v then show that (∂z/∂y)=(v-2)(∂z/∂u)-(v²/2u)(∂z/∂v)

if z=f(x,y) where x=uv and y=u/v then show that (∂z/∂y)=(v-2)(∂z/∂u)-(v²/2u)(∂z/∂v)

1 Answers

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