Recent content by NoEyedClare

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    Manipulating the Jacobian to Find Partial Derivatives with Two Variables

    The variables u and w are related to x and y by the equations: u=(e^x)*cos(y) and w=(e^-x)sin(y) If I have the Jacobian for δ(u,w)/δ(x,y) How could I manipulate it to find (δx/δw)? With u held constant.