Question: For z = f(x, y), we find the partial derivative with respect to x, zx, by treating the variable y as a constant and taking

For z = f(x, y), we find the partial derivative with respect to x, zx, by treating the variable y as a constant and taking the derivative of z = f(x, y) with respect to x.Since we treat y as a constant, the terms 8y3, 6y, and 7 will each have a derivative of .Use this information to find zx.

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