Understanding (3)^2 without Exponents
The expression (3)^2 might seem intimidating at first, especially if you're not comfortable with exponents. But let's break it down stepbystep to understand its meaning without relying on exponents.
Understanding Negative Exponents
A negative exponent essentially means "take the reciprocal". So, x^n is the same as 1/x^n.
Applying the Concept
Let's apply this to our expression (3)^2:

Reciprocal: (3)^2 is the same as 1/(3)^2.

Squaring: (3)^2 means (3) multiplied by itself, which equals 9.

Putting it Together: Therefore, 1/(3)^2 is equal to 1/9.
Conclusion
By understanding the concept of negative exponents, we've successfully rewritten (3)^2 without using exponents. The final answer, expressed as a fraction, is 1/9.