Question: (1 point) Suppose w = In(x2 + y + 2?), x = uel sin(9v) , y = uel cos(9v) , and z = ue3v. Compute

(1 point) Suppose w = In(x2 + y + 2?), x

(1 point) Suppose w = In(x2 + y + 2?), x = uel sin(9v) , y = uel" cos(9v) , and z = ue3v. Compute Ow/Ou and Ow/Ov in two different ways: Find Ow/Ox, w/dy, and Ow/Oz as functions of u and v. Ow/Or = aw/dy = Ow/0z = Now use your answers above to find Ow/Ou and Ow/Ov using the chain rule. aw/du = Ow /av = Write w as a function of u and v. W = Now use your answer above to find Ow/ Ou and Ow/av directly. aw/ du = aw/av = Use your answers above to find Ow/Ou and Ow/Ov at (u, v) = (4, 6). du (u,v)=(4,6) Du (u,v)=(4,6)

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