Circuit Training - The Rational Function Name Directions: Begin in call #1. Do the work necessary to answer the question. Circle your answer, then search for it and call that cell #2. Proceed in this manner until you complete the circuit. A calculator is not needed to do any of these problems. Answer: -9 Given f (x) = x-5 Answer: 0 x+2 , find f (3). # a What is the range of the rational function 3-5 y = =2? 3+2 Answer: -4 # Answer: - For the function f (x) = x-s # 3 x+2' solve What is (are) the x-intercept(s) of the f (x) = 2. function f (x) = x-s x + 2 Answer: S Answer: # What is the domain of the function # 8 How many vertical asymptotes does the g (x) = 2x-3 rational function y = #+1 have? V2x-6 (if there are no vertical asymptotes, look for 0) Answer: Answer: 1 ing 2 Given g(x) = 3x4+1, find g (-1). # Which x - value is not in the domain of p(x) = 3x-5 7 3 +1 2x2 +x 4 xto x t- 1-43 - 5 choices: 5 -4. Answer: y = 5x - 2 Answer: y = 0, x = 5 # List the equations of the asymptotes for # List the equations of the vertical and/ or the rational function y = 2x2+5x-3 horizontal asymptotes for the rational x2-2x-15 function y = x5+8 x + 2 Answer: undefined Answer: (-00, 3) U (3, 00) # What is the y-intercept of the function # What is the equation of the horizontal f(x) = x-s? x + 2 asymptote to the graph of y = x-3? y= Virge Cornelius 2018 f ark virgecornelius.com