Multiply matrices, simplify matrix expressions and solve A + X = B
Grade 11 Math Worksheet

Circle the best answer, or write your answer on the line.
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Matrix A
Row 1: 2, -5, 5; row 2: -5, -5, -2. Matrix B: row 1: -3, 3; row 2: 6, 6; row 3: 2, 1.
Ren multiplies matrices A and B. What is the entry in row 1, column 2 of AB?
Matrix A
Row 1: 6, 1, -3; row 2: -5, 3, 2. Matrix B: row 1: -1, 1; row 2: -5, 5; row 3: 2, 3.
Tala finds one entry of the product AB. What is the entry in row 2, column 1?
Matrix A
Row 1: -1, -5, -3; row 2: 1, -4, 6. Matrix B: row 1: -5, 3; row 2: -1, -3; row 3: -4, -1.
What is the entry in row 2, column 2 of AB, the product Zee is working on?
Matrix A
Row 1: 2, 1, -2; row 2: -5, -9, -1. Matrix B: row 1: -8, 5, 9; row 2: -2, 8, -9.
Milo finds X so that A + X = B. What is the entry in row 1, column 3 of X?
Matrix A
Row 1: 2, 2; row 2: 5, 8; row 3: -6, 8. Matrix B: row 1: 4, -3; row 2: 12, 4; row 3: 1, -2.
Noah solves the matrix equation A + X = B. What is the entry in row 3, column 1 of X?
Matrix A
Row 1: -7, -5; row 2: -8, 3; row 3: -1, 5. Matrix B: row 1: 11, -9; row 2: -1, 5; row 3: -7, 8.
In Ren's puzzle, A + X = B. What number goes in row 1, column 2 of X?
Row 1: -3, 2; row 2: 5, 5. Matrix B: row 1: 1, 3; row 2: 4, -4. Tala multiplies the 2 × 2 matrices A and B. Which matrix is AB?
- rows (5, -17) and (25, -5)
- rows (12, 17) and (-32, -12)
- rows (5, -17) and (-25, -5)
- rows (-3, 6) and (20, -20)
Row 1: 4, 1; row 2: -3, -3. Matrix B: row 1: 2, -4; row 2: 1, 3. Zee needs the product AB for a puzzle. Which matrix is AB?
- rows (20, 14) and (-5, -8)
- rows (8, -4) and (-3, -9)
- rows (9, -13) and (9, 3)
- rows (9, -13) and (-9, 3)
Row 1: 3, 4; row 2: 2, 3. Matrix B: row 1: 4, 4; row 2: 4, 2. Which matrix is AB, the product Esme is finding?
- rows (12, 16) and (8, 6)
- rows (20, 28) and (16, 22)
- rows (28, 20) and (20, 14)
- rows (28, 20) and (-20, 14)
Row 1: 2, -3; row 2: 2, -1. Matrix B: row 1: 5, -4; row 2: -2, -2. Jun checks a homework answer for AB. Which matrix is AB?
- rows (16, -2) and (-12, -6)
- rows (16, -2) and (12, -6)
- rows (2, -11) and (-8, 8)
- rows (10, 12) and (-4, 2)