I'm doing partial derivatives and was wondering if the "yz" in this equation is considered a constant and goes to zero or if just stays the same when derived? Here is the equation:
f(x,y,z)= yz ln (xy)
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If you were diferentiating with respect to x then it would be zero. If you were diferentiating with respect to y then it would just be z. If you were diferentiating with respect to z then it would just be y. In partial derivatives you assume that everything you are not differentiating with respect to is a constant.
As a side not when you find the differential with respect to y you will have to use the product rule because it is present in both terms.