Section+2.6

Sean and Austin || Student Feedback || Teacher Feedback || vertical asymptotes, though most do. Exceptions can be found (ex. 1/(x to the 2) + 1)) ||  || Very good counterexample! || polynomial form, and a rational function is a ratio of two polynomial functions ||   || Correct || is inside the fraction, which means you move horizontally and opposite ||   || Correct || presence of both a slant asymptote and a vertical asymptote ||   || True, but you should also be able to recognize this on the non-calculator section on Wednesday due to the curve sketching rules that will be on your YELLOW note sheet! ||
 * Student Answers
 * 63. False - Rational functions don't technically need
 * 64. False - The denominator can't be simplified into
 * 65. E - 0 and -3 will make the denominator 0 ||  || Correct ||
 * 66. A - You need to move it left 3 because the + 3
 * 67. D - Look at the graph and you can see the clear