1) Use the following function rule to find \( f(2) \). \( f(x)=-11(5)^{x}-5 \) \( f(2)=\square \) Submit

To find \( f(2) \), substitute \( x \) with 2 in the function rule. Thus, we have: \[ f(2) = -11(5)^{2} - 5 \] Calculating \( (5)^{2} \) gives us \( 25 \), then: \[ f(2) = -11(25) - 5 = -275 - 5 = -280 \] So, \( f(2) = -280 \). It's always a good idea to double-check your calculations, especially with exponentials and negative signs. When substituting values into a function, ensure you're following the order of operations closely—parentheses first, then multiplication and addition or subtraction. This can help you avoid simple mistakes that lead to bigger errors!