Question

Solve logx = 2 by changing it to exponential form.

Answer 1

10^2

Explanation:

Answer 2

x = 100

Explanation:

We have to solve a logarithmic equation of x by changing it to exponential form.

Now, the logarithmic equation is
`\log x = 2`

⇒
`\log _(10)x = 2`

{Since 'log' means there will be base 10}

Hence, converting from logarithmic to exponential form of equation we get,

`x = 10^(2)`

{Since, we know that if
`\log_(b) a = c`, then we can write
`a = b^(c)` }

⇒ x = 100 ( Answer )