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Partial Derivatives on Contour Maps: What are the signs of partial derivatives with respect to x and y of points P,Q,R,S and why? http://bit.ly/18Yct04 I'm not sure how to get these derivatives.
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I know it's the picture is a picture of a depression in the ground, but how does one make the tangent lines?
I think, at P ( 8, pi/4), you have x = rcos theta, then dx/ dtheta= r sin theta, hence dx/dtheta = 4sqrt2
and the equation of the circle is F(x,y) = x^2 + y^2 -r^2, hence take partial derivative of them and put the part above in.
Ouch, that is a method, but it's unnecessarily tough. I just learned one can increase x and y respectively and if the value increases, then the derivative is positive and vice-versa. Thanks though!
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