What is the simplified result of 3² multiplied by 3⁵?

To simplify the expression 3² multiplied by 3⁵, you apply the properties of exponents, specifically the product of powers rule. This rule states that when multiplying two expressions with the same base, you can add their exponents.

In this case, both terms share the same base of 3. Therefore, you add the exponents together:

2 (from 3²) + 5 (from 3⁵) equals 7.

This means that 3² multiplied by 3⁵ can be expressed as 3 raised to the power of 7, or 3⁷. This illustrates how exponent rules simplify calculations involving powers, allowing you to consolidate expressions with the same base efficiently.

The correct response reflects this understanding, as 3⁷ is the result of combining the two exponent values through addition.