Find the dot product of v and ủ and determine if the vectors are orthogonal. a. ú = < 7, – 10 > < 1, 2 > U = V • U. = The vectors are v orthogonal. b. v = < 4, – 3 > , ū = < – 4, – 10 > -

Q: Consider the following vectors. u (6, –5) and v = (9, 1) u + v = (12, – 3) | (c) Find 7v – u. 7v – u…

A: By algebra of vectors we solve the this question.

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A: For orthogonal, dot product of two vectors are zero.

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A: Vector- A physical quantity which has magnitude as well as direction is known as vector. Example-…

Q: Use the given vectors to compute u + v, u − v, and 5u − 3v. u = (5, −2),    v = (7, 6)

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Q: 2. a. In each part express the vector as a linear combination of 2+x+4x², p₂ = 1 − x + 3x², and p3 =…

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Q: Determine the dot product of the two vectors shown in the diagram. (3.5) 1. -5 4 -2 -11 23 4 5 -2+…

A: Dot product of the given vectors

Q: 5. v₁ = (1, 0, 0), V₂ = (0, -2, 0), V3 = (0, 0, 3)

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