Let A = - 2 _ 8 . B -[8 8 ] and c- [; . Verify that AB = AC and yet B # C. Show the calculations that are used to find the entries for matrix AB. Choose the correct answer below. O A. -2(3) + 3(5) -2(8)+3(3) 4(3) + (-6)(5) 4(8) + (-6)(3) O B. 4(8) + 3(5) 4(3) + 3(3) -2(8) + (-6)(5) -2(3) + (-6)(3) O C. - 2(8) + (-6)(3) - 2(3) + (-6)(5) 4(8) + 3(3) 4(3) + 3(5) D. -2(8) + 3(5) -2(3) + 3(3) 4(8) + (-6)(5) 4(3 ) + (-6)(3 ) Show the calculations that are used to find the entries for matrix AC. Choose the correct answer below. O A. - 2(5 ) + (-6) (1 ) - 2(0 ) + ( - 6) ( 3 ) 4(5) + 3(1 ) 4(0) + 3(3) B -2(5) +3(3) -2(0)+3(1) 4(5) + (-6)(3) 4(0) + (-6)(1) O c. 4(5) + 3(3) 4(0) + 3(1) -2(5) + (-6)(3) -2(0) + (-6)(1) O D. -2(0) + 3(3) -2(5)+3(1) 4(0) + (-6)(3) 4(5) + (-6)(1) Verify that AB = AC by simplifying. AB = AC = (Type an integer or decimal for each matrix element.)