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Find the value of constants c and d that make the function below continuous at x = 6. X - 2X X 6 Step 1 of 6 Recall the definition of continuity. A function (x) is continuous at a number a if lim ((x) - a x x - a Ra) In order to make ((x) continuous at x = 6, we must find c and d such that lim ((x) = 6 % (6) x-6 Step 2 of 6 X -6 In order for lim /(x) to exist, we must have lim ((x) = lim f(x). x - 6 x-6+ Find lim f(x). x-6 lim ((x) _lim x2 - 2x x - 6 X -6 24 24 Step 3 of 6 Using the definition of continuity, set lim ((x) = 24 = f(6) and solve for c so that ((x) is continuous from the ---Select-. )at x = 6. x-6