Question

Solve the logarithmic equation by writing in exponent form: log 5x + 3 = 7

Answer 1

@dude @Nnesha

Answer 2

\(\log5x+3=7\)
\(\log5x=4\)
Use your understanding that:
\(a^{b}=c\)
\(\log_{a}c=b\)
are the same. I am using this approach because it says "...by writing in exponent form"
\(10^{4}=5x\)
Now you can easily solve for x.

Answer 3

may be

(2*5)^4 =5x

(2^4)*(5^4) = 5x divide both sides by 5 so what you get ?