1. Find the values of A and B that make the function continuous. f(x) = (x2-4) /(x-2) When x < 2 f(x) = ax2-bx +3 When 2 < x < 3 f(x) = 2x - a + b When X is > or equal to 3 3. I took the limit of the equation and set it equal to the second to solve for a and b. After I wrote that in terms of b and tried to solve for a , but I got a= -(7/2) and b = 5.5 The correct solution is a=b=1/2 Thank You In Advance.