I'm confused about how we calculate the area of a parallelogram determined by the points (-2,-2), (0,3), (4,-1), and (6,4) (this is a problem on pg. 183 of the textbook linear algebra and its applications). The determinant is supposed by to 28, but I'm confused about how we get there. Can you display step-by-step how to do it?
I'm confused about how we calculate the area of a parallelogram determined by the points (-2,-2), (0,3), (4,-1), and (6,4) (this is a problem on pg. 183 of the textbook linear algebra and its applications). The determinant is supposed by to 28, but I'm confused about how we get there. Can you display step-by-step how to do it?
Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
Publisher:Ron Larson
Chapter3: Determinants
Section3.1: The Determinants Of A Matrix
Problem 70E: The determinant of a 22 matrix involves two products. The determinant of a 33 matrix involves six...
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I'm confused about how we calculate the area of a parallelogram determined by the points (-2,-2), (0,3), (4,-1), and (6,4) (this is a problem on pg. 183 of the textbook
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