Vectors to choose from: u = (-2, -12, 4), v = (3, -2, 1), w = (8, 12, -4), p = (-3, 9, -3), ₫ = (4, 5, -2)2. Choose two vectors:andVerify that the sum of the magnitudes of the two vectors is greater than or equal to the magnitude of thesum of the two vectors.

Lets take two vectors from the given vectors u→=-2, -12, 4 & v→=3, -2, 1

Answered: Vectors to choose from: u = (-2, -12,…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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please solve it q2,b
The zero vector 0 = (0, 0, 0) can be written a linear combination of the vectors v., v,, and v- because 0 = Ov, + 0v, + 0v3. This is called the trivia! solution. Can you find a nontrivial way of writing 0 as a linear combination of the three vectors? (Enter your answer in terms of v., v,, and v- If not possible, enter IMPOSSIBLE.) V1 = (1, 0, 1), V2 = (-1, 1, 2), V3 = (0, 1, 6)
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how is C equal to the difference of vectors A and B?
Linear algebra
Vectors to choose from: u = (-2, -12, 4), v = (3, -2, 1), w = (8, 12, -4), p = (-3, 9, -3), à = (4, 5, -2) and 3. Choose two vectors that are perpendicular to each other: Justify your selection.
If u = (-7,-4) and v = (-16, 28) with an angle between the vectors, are u and v parallel or orthogonal? Explain.
B: Find area of triangle whose vectors P1(4,2,0), P2(-1,1,1), P3(0,4,3)
Use these 3 vectors ?⃗ = (-2, -12, 4), ? = (3, -2, 1), ?⃗ = (8, 12, -4) to verify the the associative property
in this practice question:
F. Given the vectors A = (-1, 2, 3), B = (0, 4, -5 ), C = ( 1, 0, -2), D = ( 2,3,1) A. Find the following: 2. (C x D) (B x A)
Find two vectors v, and u2 whose sum is (-2,-5), where is parallel to (-3, 4) while v2 is perpendicular to (3, 4).

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Vectors to choose from: u = (-2, -12, 4), v = (3, -2, 1), w = (8, 12, -4), p = (-3, 9, -3), ā = (4, 5, -2) . Choose two vectors: and Verify that the sum of the magnitudes of the two vectors is greater than or equal to the magnitude of the sum of the two vectors.