Suppose that as you move away from the point (2, 0, 2), the function increases most rapidly in the direction $0.6 \vec { i } + 0.8 \vec { j }$ and the rate of increase of f in this direction is 7.At what rate is f increasing as you move away from (2, 0, 2)in the direction of $\vec { i } + \vec { j } + \vec { k }$ ? Give your answer to 4 decimal places.

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The Answer of Suppose that as you move away from the point (2, 0, 2), the function increases most rapidly in the direction $0.6 \vec { i } + 0.8 \vec { j }$ and the rate of increase of f in this direction is 7.At what rate is f increasing as you move away from (2, 0, 2)in the direction of $\vec { i } + \vec { j } + \vec { k }$ ? Give your answer to 4 decimal places.

Suppose That as You Move Away from the Point (2 0.6i⃗+0.8j⃗0.6 \vec { i } + 0.8 \vec { j }0.6i+0.8j​

Suppose That as You Move Away from the Point (2 $0.6 \vec { i } + 0.8 \vec { j }$