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Guided Practice 2: Determine Me (Illustrating Continuity of a Function at a Number) Directions: Do this activity with a partner. Using the graphs below, determine the values of x that make the functions discontinuous. 3. h(x) = _is discontinuous at x = 4. g(x) = = x+1 x2_7x Is discontinuous at x = 9 / 19 5. f(x) = = x+5 3x2+13x-10 is discontinuous at x = (Determining whether a function is continuous at a number or not) Directions: Do this activity with your groupmates with 3 members. 1. Which of the following functions is continuous at x = 0? a. f(x) = x+9 c. f(x) = x- x+1 b. c. f (x) = x3 - 8 d. a, b & c 2. What is the value of x that makes the function g(x) = -? a. 3 b. 6 c. 9 d. 12 3. Simplify h(x) = * +13x+42 x+7 a. x +6 b. x + 7 C. X + 8 d. x + 9 4. Which of the following functions is discontinuous at x = -8? a. h(x) =-9x-8 C. h(x) =-6x-16 x-8 3.x-8 b. h(x) =+9x+8 d. h(x) = +x-2 x+8 5x+8 5. Which of the following x values that makes the function f(x) = 2x +9x-5 2x-1 discontinuous? a. = b. C. 1 d. 2