EBK LINEAR ALGEBRA: A MODERN INTRODUCTI
4th Edition
ISBN: 8220100476747
Author: POOLE
Publisher: Cengage Learning US
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Let a = (-3, 0, 4) and 6 = (0,4,-4).
Find the projection of 5 onto ā.
proj₁ =
25
Construct a geometric figure that illustrates why a line in R2not through the origin is not closed under vector addition.
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- Section 1.3 1. Let u (a) Draw u and v in R2. (b) Use the parallelogram law to add 2u - v to your picture. (c) Calculate 2u - v and verify it coincides with your sketch in part (b). (d) What is Span(u, v}? 2. Consider the set of vectors Va = (a) Describe Span{v1, Va, Va). (b) Is b= 3 in Span(vi, Va, Va)? 3arrow_forwardLet m (1, 2, 3) and n (5, 3,-2). Find the vector projection of m onto n, that is, find proj- m. You do not need to simplify (radicals in denominators are okay).arrow_forwardCompute the orthogonal projection of v= 7 onto the line through 4 2 and the origin.arrow_forward
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