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Let f(x, y) = 5 sin(x-8y) - 4y and the point M(-1,2). There is a unit direction so that the rate of change of

Let f(x, y) =5 sin(x-8y)- 4y and the point M(-1,2). There is a unit direction so that the rate of change of 

Let f(x, y) = 5 sin(x-8y) - 4y and the point M(-1,2). There is a unit direction so that the rate of change of the function fat M in this direction is maximal among all unit directions. Find that direction. Answer: u = (Input coordinates, for example: (-0.11, -0.99).)

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