The order of several matrices are given. A = 3x2 B = 3x5 C = 2x3 D = 5x7 E = 3x5 Which can be multiplied?

A/C and B/D and C/E

Step-by-step explanation:

given the order of 2 matrices

(m * n) (p * q)

For the matrices to be conformable for multiplication

The number of columns in the first must equal the number of rows in the second

That is n = p and the resulting product has order m * q

From the order of matrices given

A and C, B and D, C and E can be multiplied