Suppose that g is a function of two independent variables that has continuous partial derivatives, and consider the points P(7,8), Q(20,8), R(7,3) and S(18,6). You are given that the directional derivative of g at P in direction PQ is 6, whilst the directional derivative of g at P in direction PR is 2. ->> Find the directional derivative of g at P in direction PS. D→g(P) = PS

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Q: Are you sure this is right

A: Yes, the solution given is correct.

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Q: able

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Q: Can you answer part Iv here ?

A:

Q: 1

A: Rationalize of denominator

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A:

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A:

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A: