Prove that V. (pū) = pV · J+ ở · Vp Prove that V. (ũ + 0) = · ū+ ỹ · J.
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Q: e −iπ/4
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A: The given intercepts are 2,4,2.
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Q: 10. Determine the Miller indices for the planes shown in the following unit cells. B A +y B.
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Q: - + j9, 8)âz + (2, 5 + j9, 9)â, )e¯jörz, =-
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Q: Determine the magnitude of A+B. A = 2i -j+4k B= 4i +2j- k A. V43 B. V46 C.-V46 D. V22
A: Given data: A = 2i - j + 4k B = 4i + 2j - k Required: The magnitude of A+B
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A: Given, The wave function is ψ(x)=Cx(a-x)
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Q: curl
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Q: Let B = 4x?e-Yax - 8xe-Yay. Determine V x [V(V.B)].
A: B⇀=4x2e-yax-8xe-yay now , ∇·B=dBxdx+dBYdYdBZdZ⇒∇·B=d4x2e-ydX+d-8xe-ydy⇒∇·B=8xe-y+8xe-y⇒∇·B=16xe-y
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Q: find u(x,y) , v(x,y) where f(z)=u+iv for function f(z)=Z2 e2z
A: Given, A complex function fz=z2e2z
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