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Home/A scalar field is given as V = x3 y3 z3 . Calculate the directional derivative of V at point P(x = 2, y =1, z = 3) in the direction of vector A = 3xˆ + 4 yˆ ..Problem [12]Enter your answer on the Blackboard.

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A scalar field is given as V = x3 y3 z3 . Calculate the directional derivative of V at point P(x = 2, y =1, z = 3) in the direction of vector A = 3xˆ + 4 yˆ ..Problem [12]Enter your answer on the Blackboard.

A scalar field is given as V = x3 y3 z3 . Calculate the directional derivative of V at point P(x = 2, y =1, z = 3) in the direction of vector A = 3xˆ + 4 yˆ ..Problem [12]Enter your answer on the Blackboard.

A scalar field is given as V = x3 y3 z3 . Calculate the directional derivative of V at point P(x = 2, y =1, z = 3) in the direction of vector A = 3xˆ + 4 yˆ ..Problem [12]Enter your answer on the Blackboard.

A scalar field is given as V = x3 y3 z3 . Calculate the directional derivative of V at point P(x = 2, y =1, z = 3) in the direction of vector A = 3xˆ + 4 yˆ ..Problem [12]Enter your answer on the Blackboard.