Suppose f(x)=-8x+10 . while a=-8 and b=3 Compute the following: A.) f(a)+f(b)=square B.) f(a)-f(b)=square

To solve the given problem, we need to compute the values of \( f(a) \) and \( f(b) \) using the function \( f(x) = -8x + 10 \), and then use these values to find the required expressions.First, let's find \( f(a) \) and \( f(b) \):1. Calculate \( f(a) \): 2. Calculate \( f(b) \): Now, we can use these values to compute the required expressions:A.) \( f(a) + f(b) \): B.) \( f(a) - f(b) \): So, the answers are:A.) \( f(a) + f(b) = 60 \)B.) \( f(a) - f(b) = 88 \)