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(4 points) Letf(x,y)=xyanda=l13l. a. Find the direction (as a unit vector u) for which the directional derivative of f at a is a maximum. a.
(4 points) Letf(x,y)=xyanda=l13l. a. Find the direction (as a unit vector u) for which the directional derivative of f at a is a maximum. a. The maximum value of D f (a) is ::: b. Is there a direction in which the directional derivative of f at a is equal to 5 (enter 1 for "yes", 0 for \"no\")
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