Question

Convert to exponential form
log(5x)(2x-4)=3x+2

Answer 1

2x - 4 = 25x^2x^3x

Explanation:

log(5x)(2x-4)=3x+2

2x- 4 = (5x)^(3x+2)

2x - 4 = (5x)^3x * (5x)^2

2x - 4 = 25x^2x^3x.

Answer 2

Exponential form:

`(5x)^(3x+2)=2x-4`

Explanation:

`\log_\text{base}(?)=\text{exponent}`

is equivalent to
`(\text{base})^\text{exponent}=?`

So
`\log_(5x)(2x-4)=3x+2`

is equivalent to

`(5x)^(3x+2)=2x-4`