Write the equation 5^2= 25 in logarithmic form.

a. log255=2
b. log25=25
c. log52=25
d. log225=5
e. log525=2

Answer is (E)

Log 25 base 5=2

because Log a base b=c

is b^a=c

The logarithmic form of an equation allows us to express an exponent as a logarithm. In this case, we need to rewrite the equation 5^2 = 25 in logarithmic form.

To write the equation in logarithmic form, we need to identify the base of the exponent. In this case, the base is 5.

The logarithmic form of the equation can be written as:
log(base 5) 25 = 2

Therefore, the correct option is:
a. log(base 5) 25 = 2