![]() ![]() Use algebra to simplify the rational function 2. (21= (1/kx, y) = horizontal compression Horizontal reflection in the y-axis (x,y)=(-x,y) Horizontal stretch if 0 ![]() ![]() p #1-4,7, Unit 2 Rational functions Introduction Reciprocal function: f(x) = 1 â¡(â¡) -q(x) is a polynomial function - q(x) â 0 Characteristic s Linear and its reciprocal Linear Reciprocal Positive Across same intervals, i. The absolute value function is commonly thought of as providing the distance the number is from zero on a number line.Weâll use the functions f(x) 2x and g(x) (1 2)x to get some insight into the behaviour of graphs that model exponential growth and decay. Exponential decay occurs when the base is between zero and one. p #1,2,5-7,9, Lesson 5: Solving Rational Inequalities Exponential growth is modelled by functions of the form f(x) bx where the base is greater than one.p #1-6,9, Lesson 4: Solving Rational Functions.p #1,2(no horizontal asymptotes) Lesson 3: Graphing Rational Functions.p #1,2,5,6, Lesson 2: Rational Functions.p #1-5,7, Lesson 1: Reciprocal Functions For each rational function, identify any holes and asymptotes (horizontal. Vertical compression by a factor of one third, reflection in the y axis, horizontal translation 4 units left.Activity Builder by Desmos Unit 2 Prerequisite Skills. ![]()
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