Question

Write10^8/10^0with a single power of 10 using the appropriate exponent rule.

Answer 1

The given expression is:

`(10^8)/(10^0)`

Accoring to exponent rule,

`\begin{gathered} (x^m)/(x^n)=x^(m-n) \\ \text{Here, m and n are constants} \end{gathered}`

Applying the above exponent rule to the given expression,

`(10^8)/(10^0)=10^(8-0)=10^8`

Therefore, 10^8/10^0 expressed as a single power of 10 is,

`10^8`