Find ||u|| for the given vector. u = [1, √3, √2, 0] Give a unit vector in the direction of u.

Q: u = (1,2, 0), v = (-1,4, 1)

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Q: Find the equations of the traces in the coordinate planes and sketch them z = x2 +9y2

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Q: Compute the following, then sketch each resultant vector. u=(0, -7),v =(-8, 8) (a)u+v=  (b)u-v=…

A: Given vectors:u=(0,−7)v=(−8,8) (a)   u+v:u+v=(0,−7)+(−8,8)u+v=(0+(−8),−7+8)u+v=(−8,1) (b)…

Q: Find ||v|| and find a unit vector in the direction of v.v = (−1, 1, 2)

A: Now magnitude of v is ,

Q: ind ||u|| for the given vector. [2]

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Q: Find a unit vector v = (v1, v2, Vz3) that is orthogonal to both vectors ā = (1, 2, 0) and b = (2, 1,…

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Q: Let a . Find a unit vector in the direction of a = 1 35 i + 5 √35 =j+ k 3 35 X Invalid notation.

A: Let's find unit vector in the direction of a.

Q: Determine all vectors v that are orthogonal to u. (Set v₁ u = (6, 1, 0) V = Need Help? Read It Watch…

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Q: Find ||v|| and find a unit vector in the direction of v.v = (0, 2, −1)

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Q: Find a unit vector in the direction of vector v = ⟨−2, 3⟩

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Q: For the vector v = , find a unit vector in the same direction as the vector v

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Q: Find a unit vector perpendicular to c = (3, 4, −7) and d = (−1, −1, 3)

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