Question

Which power raised to a power expression are equivalent to 8 to the power of 12? Check all that apply

Answer 1

Answer:A,D,F

Explanation:

Answer 2

`\tt{(8^(-3))}^(-4); \ \ \ {(8^(1))}^(12); \ \ \ {(8^(6))}^(2)`

Explanation:

`\boxed{\tt {(a^m)}^n=a^(m\cdot n)}\\\\\\ \tt{(8^(-3))}^(-4)=8^(-3\cdot(-4))=8^(12)\\\\{(8^(1))}^(12)=8^(1\cdot12)=8^(12)\\\\{(8^(6))}^(2)=8^(6\cdot2)=8^(12)\\\\`