Question

Match each logarithmic equation to its equivalent exponential form. The logarithmic equations are in(y)=5, log_5(2x-1) =3, log_3(81) =4, log(x)=2. The equivalent exponential forms are 10^2=x, 5^3=2x-1, e^5=y, 3^4=81.

Answer 1

Matches:

- ln(y) = 5 ↔ e^5 = y
- log_5(2x − 1) = 3 ↔ 5^3 = 2x − 1
- log_3(81) = 4 ↔ 3^4 = 81
- log(x) = 2 ↔ 10^2 = x