LESSON 1 ASSIGNMENT Continued 2 Consider the function hon = 9. 2 4 8 @ Complete the table. O -2 -8 h(x 6 Use the table to graph the function. -00 Analyze the function and the corresponding table and graph. Describe the domain, range, and end 4 behavior of the function. Determine all of the asymptotes of the function. Explain your reasoning. -8 -4 x -8 princess mov welox3 no. RETCH Optional nsider the function f() = 2. omplete the table. X -2 0 N/ - 1 N/W N N/UT W NIV 4LESSON 1 ASSIGNMENT > Use a separate piece of paper for your Journal entry. JOURNAL REMEMBER Describe why a rational function never crosses A rational function is any function that you can write as its vertical asymptote. the ratio of two polynomials. You can write it in the form R(X) = ou Where P() and Q() are polynomial functions and Q(x) = 0. PRACTICE 1 Consider the function f(x) = . Complete the table. X - 8 -4 -2 O 2 4 8 N/- f(x) Use the table to graph the function. Analyze the function and the corresponding table and graph. Describe the domain, range, and end behavior of the function. Determine all of the asymptotes of X - 8 8. the function. Explain your reasoning. Go to LiveHint.com for help on the PRACTIC questions