If A = 3xyz2i + 2xy3j− x 2yzk and φ = 3x2 − yz, find (a) ∇·A, (b) A·∇φ, (c) ∇·(∇φ) at point (1, −1, 1).
If A = 3xyz2i + 2xy3j− x 2yzk and φ = 3x2 − yz, find (a) ∇·A, (b) A·∇φ, (c) ∇·(∇φ) at point (1, −1, 1).
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If A = 3xyz2i + 2xy3j− x
2yzk and φ = 3x2 − yz, find (a) ∇·A, (b) A·∇φ, (c) ∇·(∇φ) at
point (1, −1, 1).
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