The quotient rule of differentiation is: A) Y = U(X) / W(X)$\rarr$ dY/dX = (W dU/dX - U dW/dX) / W ². B) Y = U(X) / W(X)$\rarr$ dY/dX = (W dU/dX - U dW/dX) / W. C) Y = U(X) / W(X) $\rarr$dY/dX = [(W dU/dX) / (U dW/dX)] / W ². D) Y = U(X) / W(X) $\rarr$ dY/dX = [(W dU/dX)(U dW/dX)] / W ². E) Y = U(X) / W(X) $\rarr$dY/dX = [(W dU/dX)(U dW/dX)] / W.

Question

Quizplus · Accepted Answer

The quotient rule for differentiation states that if you have a function Y = U(X) / W(X), then the derivative dY/dX is given by (W dU/dX - U dW/dX) / W^2.

The Quotient Rule of Differentiation Is: A) Y = U(X) →\rarr→

The Quotient Rule of Differentiation Is:
A) Y = U(X) $\rarr$