Question

I need help simplifying the expression. Thank you!

Answer 1

A

Explanation:

the answer is a because when it is simplified

Answer 2

`4jkl`

Explanation:

`\frac{(64 {j}^(4) {k}^(8) {l}^(2)) ^ (1)/(2) }{(8 {j}^(3) {k}^(9)) ^{ (1)/(3) } } \\ \\ \frac{( {2}^(6) * {j}^(4) * {k}^(8) * {l}^(2) ) ^{ (1)/(2) } }{ ({2}^(3) * {j}^(3) * {k}^(9)) ^{ (1)/(3) } } \\ \\ \frac{ {2}^{6 * (1)/(2) } * {j}^{4 * (1)/(2) } * {k}^{8 * (1)/(2) } * {l}^{2 * (1)/(2) } }{ {2}^{3 * (1)/(3) } * {j}^{3 * (1)/(3) } * {k}^{9 * (1)/(3) } } \\ \\ \frac{ {2}^(3) * {j}^(2) * {k}^(4) * l}{2 * j * {k}^(3) } \\ \\ {2}^((3 - 1)) * {j}^((2 - 1)) * {k}^((4 - 3)) * l \\ \\ {2}^(2) * j * k * l \\ \\ = 4jkl`

Hope this helps you.

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