Question

Solve the equation log6(13 – x) = 1.

Answer 1

Solve the equation log6(13 – x) = 1.

x = 7

Explanation:

Got it from edge

Answer 2

x = 7

Explanation:

Using the logarithmic rules:

if
`\log_b x = a`

then

`x = b^a`

Given the equation:

`\log_6 (13-x) = 1`

Using logarithmic rules we have;

`13-x = 6^1`

Simplify:

`13-x = 6`

Subtract 13 from both sides we have;

-x = -7

Divide both sides by -1 we have;

x = 7

Therefore, the solution for the given equation is, 7