To simplify the expression (12)^(-2) * 3^3, we can evaluate each exponent separately and then perform the multiplication.
First, let's evaluate the exponents:
(12)^(-2) = 1/(12^2) = 1/144
3^3 = 3 * 3 * 3 = 27
Now, let's multiply the results:
(1/144) * 27 = 27/144 = 3/16
Therefore, the simplified value of (12)^(-2) * 3^3 is 3/16.