-3 10 -3 A = [ - ²2 - 3 ] 0 - 1 0 - ³ ] B= -4 6 10 4 Let A = O A. [₁ Show the calculations that are used to find the entries for matrix AB. Choose the correct answer below. O B. O D. and C= 2(10) + 6(4) 2(-3) + 6(10) − 4(10)+(-3)(4) −4(-3)+(-3)(10) 2(10)+(-3)(10) 2(-3)+(-3)(4) -4(10) + 6(10) -4(-3)+6(4) - 4(10)+(-3)(10) 2(10) + 6(10) 1 - 12 4 -2 -4(-3)+(-3)(4) 2(-3) + 6(4) 2(-3)+(-3)(10) 2(10)+(-3)(4) -4(-3) + 6(10) -4(10)+6(4) Verify that AB = AC and yet B # C.
-3 10 -3 A = [ - ²2 - 3 ] 0 - 1 0 - ³ ] B= -4 6 10 4 Let A = O A. [₁ Show the calculations that are used to find the entries for matrix AB. Choose the correct answer below. O B. O D. and C= 2(10) + 6(4) 2(-3) + 6(10) − 4(10)+(-3)(4) −4(-3)+(-3)(10) 2(10)+(-3)(10) 2(-3)+(-3)(4) -4(10) + 6(10) -4(-3)+6(4) - 4(10)+(-3)(10) 2(10) + 6(10) 1 - 12 4 -2 -4(-3)+(-3)(4) 2(-3) + 6(4) 2(-3)+(-3)(10) 2(10)+(-3)(4) -4(-3) + 6(10) -4(10)+6(4) Verify that AB = AC and yet B # C.
Algebra and Trigonometry (MindTap Course List)
4th Edition
ISBN:9781305071742
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter11: Matrices And Determinants
Section11.2: The Algebra Of Matrices
Problem 4E
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