Show if they Do these points make a parallal ogram. do or not using W/-1,!,2) vectors X (S,0,-2) Y (9,-3,0) 213,-3,4)

Q: he points A(1,-2,4) and B(2,-4,1) cach make direction vectors with the point (Xo.Yo, Zo). The point…

A: The Parametric equations of the line are the components of the vector equation , and have the form…

Q: 2. Find the angle between vector [2, -5,7] and vector [6,4,1]

A: Vector [2,-5,7] and vector [6,4,1]  We have to find angle between these two vectors

Q: rnational event. However, the manager     lost his notes with accurate information on the number of…

A: Here, in the question, the manager of the non-profit company received the task by his boss to plan…

Q: 4) Consider the vectors u = [3, -2] and v= [-5, 4], write a = [-24,18] as a linear combination of u…

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Q: Which of the following pairs of vectors are perpendicular to each other? a) (4, 14, -18) and (6, 21,…

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Q: Find the distance from the origin to the plane through the point (-6,3, -2) and having 5i - 3j° + 4k…

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Q: a) à = [ 7₁ -2], 6 = [2, -5] b) c = [ 3,5], j = [1, 2]

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Q: B) Use vectors to check whether the points A (1,-1,0), B (2,1,-1), and C (-1,1,2), are vertices of a…

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Q: Find the area of the parallelogram defined by the vectors Area = 1 -2 2

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Q: Let a = [3, -7] and b = [-5, 11].

A: given that the two vectors a=[3,-7] b=[-5,11] To plot and check which one is greater.

Q: ? (2,3), (0,0) }

A: Let S=2, 3, 0, 0. We need to find whether the set S spans a line or all of ℝ2.

Q: Do the vectors ū = i+j-4k, V= -5i +3j-7k and w'= -i +4j+2k plane? 1ie in the Same

A: We have to check whether the vectors u→=i+2j-4k, v→=-5i+3j-7k, and w→=-i+4j+2k are in the same…

Q: det pC-1,2,-1) and Q(2,-7,8) be two points in three dimenonal space. Use vectors to fird the points…

A: Vector form of a point: Let (a, b, c) are any point in 3D- space. Then this point can be expressed…

Q: ind {(1,-1,0,2), 3,4,2,1), (1,0,0, 1)} ench vecton th anther There three is this combinat ave

A: In this question we will use basic of calculus i.e concept of vector calculus. We will simply form…