Solve for 3^X - 3^Y given 3^X / 3^Y = 3 and 3^X + 3^Y = 12

Published on August 26, 2024

This math problem involves solving for the value of 3^X - 3^Y, given that 3^X ÷ 3^Y = 3 and 3^X + 3^Y = 12. The solution involves using the properties of exponents to simplify the equations and solve for the values of 3^X and 3^Y, ultimately leading to the answer of 6.

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