Question

Solve the logarithmic equation with Properties of Logs

Answer 1

AND -1

Alternatively, you can realize that log_8(2) = 1/3 and solved that way.

Answer 2

`x=\pm1`

Explanation:

`\mathrm{log}_8(2)+\mathrm{log}_84x^2=1\\\mathrm{log}_8(2\cdot4x^2)=\mathrm{log}_8(8)\\8x^2=8\\x^2=1\\x=\pm1`