The expression 3^8 * 3^n is a power expression, and the equivalent expression is [tex]3^{8 + n}[/tex]
How to express the numbers as powers?
The expression is given as:
3^8 * 3^n
Next, we apply the law of indices to the product expression
3^8 * 3^n = 3^(8 + n)
Rewrite properly as:
[tex]3^8 * 3^n = 3^{8 + n}[/tex]
Hence, the expression 3^8 * 3^n as a power expression is [tex]3^{8 + n}[/tex]
Read more about exponents at:
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