4 - 6 8 - 2 - 8 and C = 3 Verify that AB =AC and yet B# C. 3 Let A = B = 7 - 8 12 Show the calculations that are used to find the entries for matrix AB. Choose the correct answer below. O A. - 8(8) + (- 6)(7) - 8(- 2) + (- 6)(7) 4(8) + 12(7) 4(-2) + 12(7)

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
Section11.3: Inverses Of Matrices And Matrix Equations
Problem 1E
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Let A = (see pic) ​, B = (see pic) ​, and C = (see pic). Verify that AB=AC and yet B doesnt = C.

4 - 6
8 - 2
- 8
and C =
3
Verify that AB =AC and yet B# C.
3
Let A =
B =
7
- 8 12
Show the calculations that are used to find the entries for matrix AB. Choose the correct answer below.
O A.
- 8(8) + (- 6)(7) - 8(- 2) + (- 6)(7)
4(8) + 12(7)
4(- 2) + 12(7)
Ов.
4(- 2) + (- 6)(7) 4(8) + (- 6)(7)
- 8(- 2) + 12(7) - 8(8) + 12(7)
C.
4(8) + 12(7)
4(- 2) + 12(7)
- 8(8) + (- 6)(7) - 8(- 2) + (- 6)(7)
OD.
4(8) + (- 6)(7) 4(- 2) + (- 6)(7)
- 8(8) + 12(7) - 8(- 2) + 12(7)
Transcribed Image Text:4 - 6 8 - 2 - 8 and C = 3 Verify that AB =AC and yet B# C. 3 Let A = B = 7 - 8 12 Show the calculations that are used to find the entries for matrix AB. Choose the correct answer below. O A. - 8(8) + (- 6)(7) - 8(- 2) + (- 6)(7) 4(8) + 12(7) 4(- 2) + 12(7) Ов. 4(- 2) + (- 6)(7) 4(8) + (- 6)(7) - 8(- 2) + 12(7) - 8(8) + 12(7) C. 4(8) + 12(7) 4(- 2) + 12(7) - 8(8) + (- 6)(7) - 8(- 2) + (- 6)(7) OD. 4(8) + (- 6)(7) 4(- 2) + (- 6)(7) - 8(8) + 12(7) - 8(- 2) + 12(7)
Show the calculations that are used to find the entries for matrix AC. Choose the correct answer below.
O A.
4(- 8) + (- 6)(3) 4(2) + (-6)(3)
- 8(- 8) + 12(3) - 8(2)+ 12(3)
В.
4(2) + 12(3)
4(-8) + 12(3)
- 8(2) + (- 6)(3) - 8(- 8) + (- 6)(3)
- 8(2) + (- 6)(3) - 8(- 8) + (-6)(3)
4(2) + 12(3)
4(-8) + 12(3)
D.
4(2) + (- 6)(3) 4(-8) + (- 6)(3)
- 8(2) + 12(3) - 8(- 8) + 12(3)
Verify that AB = AC by simplifying.
AB = AC =
(Type an integer or decimal for each matrix element.)
Transcribed Image Text:Show the calculations that are used to find the entries for matrix AC. Choose the correct answer below. O A. 4(- 8) + (- 6)(3) 4(2) + (-6)(3) - 8(- 8) + 12(3) - 8(2)+ 12(3) В. 4(2) + 12(3) 4(-8) + 12(3) - 8(2) + (- 6)(3) - 8(- 8) + (- 6)(3) - 8(2) + (- 6)(3) - 8(- 8) + (-6)(3) 4(2) + 12(3) 4(-8) + 12(3) D. 4(2) + (- 6)(3) 4(-8) + (- 6)(3) - 8(2) + 12(3) - 8(- 8) + 12(3) Verify that AB = AC by simplifying. AB = AC = (Type an integer or decimal for each matrix element.)
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