Consider the function y =\frac{1}{(-1-x)(x-6)} a. Find all intercepts with the y-axis. Enter the y-coordinates in exact form (i.e. no decimals). If there is more than one intercept, separate your

answers with commas. If there is no intercept, enter just the letter n. b. Find all intercepts with the a-axis. Enter the x-coordinates in exactform. If there is more than one intercept, separate your answers with commas. If there is no intercept, enter just the letter n. There is a stationary point at ()y) = d. List all vertical asymptotes as equations. If there is more than one asymptote, separate the equations with commas. If there is novertical asymptote, enter just the letter n. e. What does y tend to as x → 00? Use the oo button if you needthis symbol. . List all horizontal asymptotes as equations. If there is more than one asymptote, separate the equations with commas. If there is no horizontal asymptote enter just the letter n