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Question 76
Find a function of two variables with the given gradient, ∇f=⟨2xy3,3x2y2⟩\nabla f = \left\langle 2 x y ^ { 3 } , 3 x ^ { 2 } y ^ { 2 } \right\rangle∇f=⟨2xy3,3x2y2⟩
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Q71: Find Q72: Find Q73: Find Q74: Find Q75: Find Q77: Find the direction in which theQ78: Find the direction in which theQ79: Find the rate of change inQ80: Find the directional derivative of theQ81: Find the directional derivative of the
Q72: Find Q73: Find Q74: Find Q75: Find Q77: Find the direction in which theQ78: Find the direction in which theQ79: Find the rate of change inQ80: Find the directional derivative of theQ81: Find the directional derivative of the
Q73: Find
Q74: Find
Q75: Find
Q77: Find the direction in which the
Q78: Find the direction in which the
Q79: Find the rate of change in
Q80: Find the directional derivative of the
Q81: Find the directional derivative of the
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