![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.](https://i0.wp.com/electricalstudent.com/wp-content/uploads/2023/07/00e00514-1aca-41ec-8698-5496d0167908-4437-000005e671b74956_file.jpg?resize=1170%2C310&ssl=1 "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.](https://i0.wp.com/electricalstudent.com/wp-content/uploads/2023/07/ed2d75f2-18f2-4522-9565-a03130e28a55-4437-000005e69b3b98e9_file.jpg?resize=1170%2C1680&ssl=1 "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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![Two vectors located at the same point in space are given as A = 2xˆ + 2 yˆ − 2zˆ and B = 4xˆ + 2 yˆ + 3zˆ .is parallel to A .You can imagine B = B⊥ + B Problem [1]where B⊥ is perpendicular to A and B .Find the magnitude of BEnter your answer on the Blackboard.Problem [2]Find the magnitude of B⊥ .Enter your answer on the Blackboard.](https://i0.wp.com/electricalstudent.com/wp-content/uploads/2023/07/57929eb1-b0d6-48c2-8cf3-6cb38d2ceb89-4437-000005e1df72e311_file-300x180.jpg)
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