Let w = 3x cos y.If $x = u ^ { 2 } + v ^ { 2 }$ $y=v / \mathcal u_{1}$ find $\partial$w/$\partial$u and $\partial$w/$\partial$v at the point $( u , v ) = ( 2,3 )$ .Give your answers to 2 decimal places.

Question

Let w = 3x cos y.If $x = u ^ { 2 } + v ^ { 2 }$ $y=v / \mathcal  u_{1}$ find $\partial$w/$\partial$u and $\partial$w/$\partial$v at the point $( u , v ) = ( 2,3 )$ .Give your answers to 2 decimal places.

Quizplus · Accepted Answer

The Answer of Let w = 3x cos y.If $x = u ^ { 2 } + v ^ { 2 }$ $y=v / \mathcal  u_{1}$ find $\partial$w/$\partial$u and $\partial$w/$\partial$v at the point $( u , v ) = ( 2,3 )$ .Give your answers to 2 decimal places.

Let W = 3x Cos Y x=u2+v2x = u ^ { 2 } + v ^ { 2 }x=u2+v2

Let W = 3x Cos Y $x = u ^ { 2 } + v ^ { 2 }$