# MAT 117/1175 Problem set 3

MAT 117/1175 Problem set 3 (5 points for each question). Make sure you show your work (NOT just the answer) and then box your answer, for each question to get full credit 1. Suppose that the function g is defined, for all real numbers, as follows. -1 if x1 Find each of the following: 8(-3), g(1), and g(2) 2. Given the following functions: g= {(-6, 7),(-4, 9), (1,5), (8, -4)} h(x) = 2x+9 Find g-(-4), h-+(x), and (hoh-1)(1) 3. Solve for x (Hint: you can either use factoring or the quadratic formula) -17x – 6 = 5×2 4. Find all the zeros of the function and state the multiplicity of each zero f(x) = -4x® (x – 7)(x2 – 1) 5. Write the equations of all vertical and horizontal asymptotes x2-x-2 f(x) = x2+4x+4
Purchase answer to see full attachment (5 points for each question). Make sure you show your work (NOT just the answer) and then box your answer, for each question to get full credit 1. Suppose that the function g is defined, for all real numbers, as follows. -1 if x1 Find each of the following: 8(-3), g(1), and g(2) 2. Given the following functions: g= {(-6, 7),(-4, 9), (1,5), (8, -4)} h(x) = 2x+9 Find g-(-4), h-+(x), and (hoh-1)(1) 3. Solve for x (Hint: you can either use factoring or the quadratic formula) -17x – 6 = 5×2 4. Find all the zeros of the function and state the multiplicity of each zero f(x) = -4x® (x – 7)(x2 – 1) 5. Write the equations of all vertical and horizontal asymptotes x2-x-2 f(x) = x2+4x+4
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