Use a computer algebra system to find u x v and a unit vector orthogonal to u and v. u = 4k v = 5.5i + 4.1k ux v = -4i + 22j UX V |ux v|| || 2 35 :i+ X 肯

Q: Define vectors v = 3i - 2j and w = -2i + 4j. Blank 1: Find w - v. Blank 2: Find ||2v+w|l.

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Q: Calculate v × w. v = 〈2, 0, 0〉, w = 〈-1, 0, 1〉

A: Given vectors are v=2, 0, 0 and w=-1, 0, 1. To calculate: v×w Solution: Given vectors can be written…

Q: find ---y (a) u•v, (b) u•u, (c) ||v ||2, (d) (u• v)v, and (e) u • (3v).

A: Disclaimer: Since you have asked a question with multiple sub-parts, we will solve the first three…

Q: Compute (u v Ղա • Ա. . — u = (i, 7,6), v = (2, -7i, 1+i), w = (7-i, 7i, 3 + 6i) u · v) ա • Ա —

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Q: 3. Solve the system below using the specified method. Write your answer in vector form. X1 - 3x2 = 2…

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Q: Select the option that gives the vector product of i+k and i + j Select one: 01 Oi+j-k Oi-j-k…

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Q: Let u = 10i + 2j, v=i+j, and w = i-j. Find scalars a and b such that u = av + bw. a = b =

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Q: Find a b. . a = 8i + j, b = i-4j+ k

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Q: Fill in the blanks so that the vectors = H and w = 0 satisfy proj = 111 -111

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Q: A parallelogram is formed by the vectors a = (1, 0, -1) and b = (2, 1, 1). What is the area of the…

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Q: = 2i-3j +3 and -3i +x +2î are orthogonal, then

A: If u and v are Orthogonal then determine x value

Q: give vector form for the solution

A: Here we have to find the vector form

Q: Identify the type of answer that results from each operation (vector or scalar). If the operation is…

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Q: For what values of a are the vectors (4, -2, a) and (9, a², a) orthogonal? O -6 and 6 0 O -2√3 and…

A: Equate dot product of two vectors to zero

Q: 150. Determine the real number a such that vectors a = -3i+2j and b = 2i+aj are orthogonal.

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Q: If u = 2i -j- 3k, w = 3i – 9j+ 5k and v = perpendicular. 15i – 3j – 5k, then the vectors are Select…

A: which option?

Q: If c = 14, is the vector 2i + 5j in the span of ci – 12j and 7i - 6j? If c # 14, is the vector 2i +…

A: Answer

Q: Let v = (5, 8) and w = (4, 5). What is the dot product v · w?

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Q: 9. Simplify each vector operation. a) j-(-)) ī b) (ixj).k 1 c) (ixj)xk ī

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