- Aᵀ + Bᵀ
- AᵀBᵀ
- Bᵀ – Aᵀ
- None
Category: SST Maths/Physics
- Commutative
- Associative
- Distributive
- Both B & C
- [2143]begin{bmatrix}2 & 1\4 & 3end{bmatrix}
- [1234]begin{bmatrix}1 & 2\3 & 4end{bmatrix}
- [2134]begin{bmatrix}2 & 1\3 & 4end{bmatrix}
- [1001]begin{bmatrix}1 & 0\0 & 1end{bmatrix}
- 3i – j – 2k
- 3i – j + 2k
- i – j – 2k
- 3i + j – 2k
- ad – bc ≠ 0
- ad – bc = 0
- a + d ≠ 0
- a – b ≠ 0
- Rows of A = Columns of B
- Columns of A = Rows of B
- Both are square
- Any matrices
- [2468]begin{bmatrix}2 & 4\6 & 8end{bmatrix}
- [2234]begin{bmatrix}2 & 2\3 & 4end{bmatrix}
- [1468]begin{bmatrix}1 & 4\6 & 8end{bmatrix}
- [3265]begin{bmatrix}3 & 2\6 & 5end{bmatrix}
- -i + 3j – 4k
- i + 3j – 4k
- -i – 3j + 4k
- i – 3j + 4k
- ad + bc
- ad – bc
- ab – cd
- a + d
- 2i + 6j
- 4i + 2j
- 2i – 2j
- -2i + 6j
- [3247]begin{bmatrix}3 & 2\4 & 7end{bmatrix}
- [2247]begin{bmatrix}2 & 2\4 & 7end{bmatrix}
- [3237]begin{bmatrix}3 & 2\3 & 7end{bmatrix}
- [3246]begin{bmatrix}3 & 2\4 & 6end{bmatrix}
- ¬A ∩ ¬B
- ¬A ∪ ¬B
- A ∩ B
- A ∪ B
- ¬A ∪ ¬B
- ¬A ∩ ¬B
- A ∪ B
- A ∩ B
