Find the numerical equivalent of 3 ^ 6 * 3 ^ -2 the answer should not contain any exponent expressions or decimals

Answer 1

To find the numerical equivalent of 3^6 * 3^-2 without using exponent expressions or decimals, we can simplify the expression using exponent rules.

First, notice that we can combine the two terms with the same base, 3, by adding the exponents:

3^6 * 3^-2 = 3^(6 + (-2))

To simplify the exponent, we perform the addition:

3^(6 + (-2)) = 3^4

Thus, the numerical equivalent of 3^6 * 3^-2 without any exponent expressions or decimals is 3^4.