Question

Write the expression in exponential form. $$9 a \cdot 9 a \cdot 9 a \cdot 9 a \cdot 9 a \cdot 9 a$$

Short answer

The exponential form of the expression \(9a \cdot 9a \cdot 9a \cdot 9a \cdot 9a \cdot 9a\) is \( (9a)^6 \).

Step-by-step solution

Identify the base and the exponent

First, identify the number or the expression that is being multiplied a certain number of times. The multiplication of 9a six times suggests that \(9a\) is the base. The number of times \(9a\) is being multiplied, which is six, will serve as the exponent.

Write the expression in exponential form

After identifying the base and the exponent, the next step is to write the expression in an exponential form structure which is base^(exponent). Therefore, the exponential form of the expression is \( (9a)^6 \).