Question

write log5 25=2 in exponential form​

Answer 1

Step-by-step explanation:

loga N=X

a power X=N

log5 25=2

5 square=25

Answer 2

The required exponential form is $\log_5 25=2\Rightarrow 5^2=25$

Step-by-step explanation:

Given : Expression $\log_5 25=2$

To find : Write expression in exponential form ?

Solution :

Using logarithmic property,

$\log_b y=x\Rightarrow b^x=y$

On comparing with given expression,

b=5, y=25 and x=2

So, $\log_5 25=2\Rightarrow 5^2=25$

Therefore, the required exponential form is $\log_5 25=2\Rightarrow 5^2=25$

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