Question: Please help me! Please explain step by step and show work! THANK YOU FOR YOUR HEP! fffPre-Calculus/Trig 3 Name: UNIT 1: Algebra II Review -
Please help me! Please explain step by step and show work! THANK YOU FOR YOUR HEP!




\f\f\fPre-Calculus/Trig 3 Name: UNIT 1: Algebra II Review - SECTION 7 WORKSHEET #2 Date WRITING EQUATIONS OF RATIONAL FUNCTIONS To Identify Types of Discontinuity: Step 1: HOLES (Removable Discontinuities) Factor numerator & denominator Simplify If anything cancels, then there is a hole (More than one factor cancels > More than one hole) Find the ordered pair, (x, y), substitute x into the SIMPLIFIED EQUATION to get y Step 2: VERTICAL ASYMPTOTES (USE SIMPLIFIED EQUATION) Set simplified equation denominator = 0, solve for x Step 3: HORIZONTAL ASYMPTOTES - Two Cases (USE SIMPLIFIED EQUATION) Degree of Denominator = Degree of Numerator > y = ratio of leading coefficients Degree of Denominator > Degree of Numerator > y = 0 Step 4: SLANT ASYMPTOTES (Exists only if Horizontal Asymptote is not present) (USE SIMPLIFIED EQUATION) V Degree of Numerator is ONE degree larger than the Degree of Denominator Use Long Division Ignore the remainder Answer in the form y = mx + b Directions: State each discontinuity, x-intercept, and y-intercept. Then write an equation for the graph. 1 . ) f (x ) = U 10 HOLE(S) VERTICAL HORIZONTAL SLANT ASYMPTOTE(S) ASYMPTOTE ASYMPTOTE x-intercept(s) y-intercept
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