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we want to find the maximum rate of change of the function f of X comma y equals 4y to the fifth divided by X at the point 4 comma 1 so the first thing to remember here is the gradient of F is going to give us the direction of maximum rate of change of F at the point 4 comma 1 but defining the actual maximum rate of change will be to determine the magnitude of the gradient of F at the point 4 comma 1 so again for a quick review the direction of maximum increase of F is given by the gradient of F at the point X comma Y well the maximum value with the directional derivative of F at the point X comma Y or the maximum rate of increase is equal to the magnitude of the gradient of F at the point X comma Y so we'll have two steps here we'll first find the gradient at the point 4 comma 1 and then find that magnitude of that two-dimensional vector and again the given function is f of X comma y equals 4y to the 5th divided by X but if we wanted to begin to move this X up to the numerator which w


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