Dot Product Of The Vectors U = 3I + 2J + 4K And V = -I + J

Dot Product of the Vectors u = (3, 6) and v = (-2, 4)

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Given the vectors v and u, answer a through d. below. v=6i +2j - 3k, u = 3i+4j Find dot product u&v

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Dot Product of the Vectors u = (1, 2, 4) and v = (-3, -2, 0)

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Magnitude of the Vector v = -2i + 3j + 4k

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Find the angle between the vectors a= 3i+2j-2k and b = 4i+3j+4k

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2. Find the cross product of A=-2i+3j-4k and B = 3i-4j+5k. Class XI Physics; #Crossproduct

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Let u=i-3j+2k,v=i+j and w=2i+2j-4k.find the length of 3u-5v+2w.Also find the volume of Parallelopipe

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(2i -- j +3k ) ( 3i + 2j -k) Sums and solutions of Scalar Product by Agha Haseebullah Khan

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Angle between vectors u = i - 3j + k and v = 2i + 4j - k

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