Question

Hey guys anyone got the answer for this question?

Answer 1

`{64m}^(9) {n}^(3)`

Explanation:

Forst thing to do in this is to write it out, it makes more sense of the problem.

`( \frac{ {4m}^(5) {n}^(2) }{ {m}^(2)n } ) * ( \frac{ {4m}^(5) {n}^(2) }{ {m}^(2)n } ) *( \frac{ {4m}^(5) {n}^(2) }{ {m}^(2)n } )`

Now we can solve for the equation, it takes time.

`(\frac{ {16m}^(10) {n}^(4)}{ {m}^(4) {n}^(2) } ) * ( \frac{ {4m}^(5) {n}^(2) }{ {m}^(2) n} ) \\ \frac{ {64m}^(15) {n}^(6) }{ {m}^(6) {n}^(3) } \\ {64m}^(9) {n}^(3)`

Answer 2

The answer is B

Step by step:

its B