Question

5^-x = 6
Help ASAP
STEPS MUST.​

Answer 1

We have to Find:

• The value of x

$\sf \longmapsto5^{ - x }= 6$

Let's start.

• Take Logarithm of both sides

$\sf \longmapsto log(5^{-x}) = log(6)$

• Solving Further

$\sf \longmapsto - x \: log(5) = log(6)$

$\sf \longmapsto - x = \dfrac{ log(6) }{ log(5) }$

• Take the minus from (-x) and put in on log(6)

$\sf \longmapsto \: x = \dfrac{ -log(6) }{ + log(5)}$

Done