Question: The following equation implicitly defines a function z(x, y) = c: e2xyz = 8x+y6z7. Find the partial derivative of z with respect to y

The following equation implicitly defines a function z(x, y) = c: e2xyz

The following equation implicitly defines a function z(x, y) = c: e2xyz = 8x+y6z7. Find the partial derivative of z with respect to y and express it as: z = - a.xze 2xyz b. xy5z7 C. xye2xyz - d. x4y6z6 +g.exyz +h. The coefficient a is equal to The coefficient b is equal to The coefficient c is equal to The coefficient d is equal to The coefficient g is equal to The coefficient k is equal to

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