Jika diketahui matriks A=(5 8 2 3), B=(2 -1 4 6), dan C=(2

[[5, 2], [1, 10]]

Pembahasan

Pertama, kita cari transpose dari matriks A dan B:
Matriks A = [[5, 8], [2, 3]]
A^t (transpose dari A) = [[5, 2], [8, 3]]

Matriks B = [[2, -1], [4, 6]]
B^t (transpose dari B) = [[2, 4], [-1, 6]]

Matriks C = [[2, 4], [6, -1]]

Sekarang kita hitung A^t + B^t:
A^t + B^t = [[5, 2], [8, 3]] + [[2, 4], [-1, 6]]
A^t + B^t = [[5+2, 2+4], [8+(-1), 3+6]]
A^t + B^t = [[7, 6], [7, 9]]

Terakhir, kita hitung (A^t + B^t) - C:
(A^t + B^t) - C = [[7, 6], [7, 9]] - [[2, 4], [6, -1]]
(A^t + B^t) - C = [[7-2, 6-4], [7-6, 9-(-1)]]
(A^t + B^t) - C = [[5, 2], [1, 10]]