Q. 1 Can the sum of the magnitudes of two vectors ever be equal to the magnitude of the sum of the same two vectors? If no, why not? If yes, when?
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A: given- A = 2i +3j +5k B = 5i + 3j +10k
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A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question…
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A: A→=3i^-2j^+2k^B→=0i^+0j^+4k^C→=2i^-3j^+0k^a)A→·B→+C→=3i^-2j^+2k^·0i^+0j^+4k^+2i^-3j^+0k^…
Q: ce The figure shows two vectors, A and B, with A = 14.6 m, B = 4.58 m, 0 = 33°, and = 38°. Let C =…
A: Given, A= 14.6m B= 4.58m θ=33° ϕ=38°
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A: We have 3 vectors, R1→=2i^+3j^-6k^R2→=2i^-mj^-8k^R3→=ni^+4.5j^-9k^
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A: The vector diagram is shown below.
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A: Statement 1, Statement 2 and Statement 4 are true.
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A: a) The magnitude of a vector is the indication of its size. Thus it is always positive. The sign…
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A: Please see the attached image for the solution.If there are queries or if the image is not loading,…
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A: A×B = -120i-216j-432k θ =115.74
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A: Since you have posted multiple questions according to guidelines i will solve only the first one.
Q. 1 Can the sum of the magnitudes of two vectors ever be equal to the magnitude of the sum of the same two vectors? If no, why not? If yes, when?
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