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Use the Chain Rule to find the indicated partial derivatives. M = xey - z2, x = 6uv, y = u - v, z = u + v, when u=1, v=-2
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m=xe^(y-z^2) dm/du dm/dv
@ganeshie8
\[m=xe^{y-z^2}\] is that your m?
Heyy still working on this ?
no i figured it out, still a new concept and i forgot to do the substitution of the x,y,and z equations
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Hmm substitution works but thats not same as chain rule
yea i did the chain rule and got the right equation, but then i had to put the equations for x,y,z in then put in the values for u and v
but thanks for the help, you da man
Okay sounds good :)
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