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(Solved): For the functions w=xy+yz+xz,x=3u+v,y=3uv, and z=uv, express uw and vwu ing t ...

For the functions \( w=x y+y z+x z, x=3 u+v, y=3 u-v \), and \( z=u v \), express \( \frac{\partial w}{\partial u} \) and \(

For the functions , and , express and ing the chain rule and by expressing directly in terms of and before differentiating. Then evaluate and at the point

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The given function is:w=xy+yz
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