Homework Statement
Suppose f is a smooth function of x and y, and at the point (1,1), \partialf/\partialx = 1, \partialf/\partialy = -1.
Find the unit vector u such that Duf(1,1) = 0
Homework Equations
Duf(1,1) = \nablaf(1,1) * u = 0
The Attempt at a Solution
My answer was...