(3, -1, -3) of the vector with components (2, -8,2) ii) Find the projection vector on the vector v = | in R^ 3.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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4.
For u and v vectors defined in n-dimensional real euclid space;
i) Angle between u and v vectors
0 =
ve |lu|| = K.||| = L
What is the cosine of the angle between u and u - v vectors?
(Calculate the cosine of the angle and square-root expressions with the calculator, take 3 digits
after the comma.)
ii) Find the projection vector on the vector v =
in R^ 3.
(3, -1, -3) of the vector with components (2, -8,2)
4+
(2, -8,2)
2.
(3, -1, -3)
Transcribed Image Text:4. For u and v vectors defined in n-dimensional real euclid space; i) Angle between u and v vectors 0 = ve |lu|| = K.||| = L What is the cosine of the angle between u and u - v vectors? (Calculate the cosine of the angle and square-root expressions with the calculator, take 3 digits after the comma.) ii) Find the projection vector on the vector v = in R^ 3. (3, -1, -3) of the vector with components (2, -8,2) 4+ (2, -8,2) 2. (3, -1, -3)
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