determine the direction in which the rate of change of scalar field will be maximum at point 1,1,2. what is the magnitude of this maximum rate of change?
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◦ the direction of maximum rate of increase is that having θ = 0. So to get maximum rate of increase per unit distance, as you leave (a, b), you should move in the same direction as the gradient ∇f(a, b). Then the rate of increase per unit distance is |∇f(a, b)|.
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