Show that (A+ B)² is different from A? + 2AB + B², when [1 0] -2 2" and B = A = %3D (A + B)(A + B) = A? + 2AB+ B²: Write down the correct rule for (A + B)(A +B): A²+ +B?.

Intermediate Algebra
19th Edition
ISBN:9780998625720
Author:Lynn Marecek
Publisher:Lynn Marecek
Chapter6: Factoring
Section6.1: Greatest Common Factor And Factor By Grouping
Problem 60E: What is the GCF of y4, y5, and y10? Write a general rule that tells you how to find the GCF of ya,...
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Chapter 2.3 Question 10

Show that (A+ B)² is different from A² + 2AB + B², when
[1 07
3 0
-21
and B =
-2
A
%3D
(A+ B)(A+ B) =
A? + 2AB + B² =
Write down the correct rule for (A+ B)(A +B): A²+
8, +B?.
Transcribed Image Text:Show that (A+ B)² is different from A² + 2AB + B², when [1 07 3 0 -21 and B = -2 A %3D (A+ B)(A+ B) = A? + 2AB + B² = Write down the correct rule for (A+ B)(A +B): A²+ 8, +B?.
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