Fight the numerical equivalent of 3 to the 9th power times 3 to -5 power
To find the numerical equivalent of 3 to the 9th power times 3 to the -5th power, we can add the exponents.
3^9 * 3^(-5) = 3^(9 + -5) = 3^4
Thus, the numerical equivalent of 3 to the 9th power times 3 to the -5th power is 3 to the 4th power, or 81.
To solve the numerical expression 3^9 * 3^-5, follow these steps:
Step 1: Calculate 3 raised to the power of 9.
3^9 = 19683.
Step 2: Calculate 3 raised to the power of -5.
3^-5 = 1/3^5 = 1/243.
Step 3: Multiply the results from Step 1 and Step 2 together.
19683 * (1/243) = 81.
Therefore, the result of 3^9 * 3^-5 is 81.