Answer:
[tex]\text{f}^9 \cdot \text{g}^9[/tex]
Step-by-step explanation:
To find the product of:
[tex](\text{fg})^9[/tex] ....[1]
Using exponent rules:
[tex](ab)^m = a^m \cdot b^m[/tex]
Apply the exponent rules on [1] we have;
[tex](\text{fg})^9= \text{f}^9 \cdot \text{g}^9[/tex]
Therefore, the product of [tex](\text{fg})^9[/tex] is, [tex]\text{f}^9 \cdot \text{g}^9[/tex]
