Problem 1AYP: True or False The quotient of two polynomial expressions is a rational expression, (p. A35) Problem 2AYP: What are the quotient and remainder when 3 x 4 x 2 is divided by x 3 x 2 +1 . (pp. A25- A27) Problem 3AYP Problem 4AYP: Graph y=2 ( x+1 ) 2 3 using transformations.(pp.106-114) Problem 5CV: True or False The domain of every rational function is the set of all real numbers. Problem 6CV: If, as x or as x , the values of R( x ) approach some fixed number L , then the line y=L is a _____... Problem 7CV: If, as x approaches some number c , the values of | R( x ) | , then the line x=c is a ______ of the... Problem 8CV: For a rational function R , if the degree of the numerator is less than the degree of the... Problem 9CV: True or False The graph of a rational function may intersect a horizontal asymptote. Problem 10CV: True or False The graph of a rational function may intersect a vertical asymptote. Problem 11CV: If a rational function is proper, then _____ is a horizontal asymptote. Problem 12CV: True or False If the degree of the numerator of a rational function equals the degree of the... Problem 13CV: If R( x )= p( x ) q( x ) is a rational function and if p and q have no common factors, then R is... Problem 14CV: Which type of asymptote, when it occurs, describes the behavior of a graph when x is close to some... Problem 15SB: In Problems 15-26, find the domain of each rational function R( x )= 4x x3 Problem 16SB: In Problems 15-26, find the domain of each rational function R( x )= 5 x 2 3+x Problem 17SB: In Problems 15-26, find the domain of each rational function H( x )= 4 x 2 ( x2 )( x+4 ) Problem 18SB: In Problems 15-26, find the domain of each rational function G( x )= 6 ( x+3 )( 4x ) Problem 19SB: In Problems 15-26, find the domain of each rational function F( x )= 3x(x1) 2 x 2 5x3 Problem 20SB: In Problems 15-26, find the domain of each rational function Q( x )= x(1x) 3 x 2 +5x2 Problem 21SB: In Problems 15-26, find the domain of each rational function R( x )= x x 3 8 Problem 22SB: In Problems 15-26, find the domain of each rational function R( x )= x x 4 1 Problem 23SB: In Problems 15-26, find the domain of each rational function H( x )= 3 x 2 +x x 2 +4 Problem 24SB: In Problems 15-26, find the domain of each rational function G( x )= x3 x 4 +1 Problem 25SB Problem 26SB Problem 27SB Problem 28SB Problem 29SB Problem 30SB Problem 31SB: In Problems 27-32, use the graph shown to find a. The domain and range of each function b. The... Problem 32SB Problem 33SB: In Problems 33-44, (a) graph the rational function using transformations, (b) use the final graph to... Problem 34SB: In Problems 33-44, (a) graph the rational function using transformations, (b) use the final graph to... Problem 35SB: In Problems 33-44, (a) graph the rational function using transformations, (b) use the final graph to... Problem 36SB: In Problems 33-44, (a) graph the rational function using transformations, (b) use the final graph to... Problem 37SB: In Problems 33-44, (a) graph the rational function using transformations, (b) use the final graph to... Problem 38SB: In Problems 33-44, (a) graph the rational function using transformations, (b) use the final graph to... Problem 39SB: In Problems 33-44, (a) graph the rational function using transformations, (b) use the final graph to... Problem 40SB: In Problems 33-44, (a) graph the rational function using transformations, (b) use the final graph to... Problem 41SB: In Problems 33-44, (a) graph the rational function using transformations, (b) use the final graph to... Problem 42SB: In Problems 33-44, (a) graph the rational function using transformations, (b) use the final graph to... Problem 43SB: In Problems 33-44, (a) graph the rational function using transformations, (b) use the final graph to... Problem 44SB: In Problems 33-44, (a) graph the rational function using transformations, (b) use the final graph to... Problem 45SB: In Problems 45-56, find the vertical, horizontal, and oblique asymptotes, if any, of each rational... Problem 46SB: In Problems 45-56, find the vertical, horizontal, and oblique asymptotes, if any, of each rational... Problem 47SB: In Problems 45-56, find the vertical, horizontal, and oblique asymptotes, if any, of each rational... Problem 48SB: In Problems 45-56, find the vertical, horizontal, and oblique asymptotes, if any, of each rational... Problem 49SB: In Problems 45-56, find the vertical, horizontal, and oblique asymptotes, if any, of each rational... Problem 50SB: In Problems 45-56, find the vertical, horizontal, and oblique asymptotes, if any, of each rational... Problem 51SB: In Problems 45-56, find the vertical, horizontal, and oblique asymptotes, if any, of each rational... Problem 52SB: In Problems 45-56, find the vertical, horizontal, and oblique asymptotes, if any, of each rational... Problem 53SB: In Problems 45-56, find the vertical, horizontal, and oblique asymptotes, if any, of each rational... Problem 54SB Problem 55SB Problem 56SB Problem 57SB Problem 58SB Problem 59SB: Resistance in Parallel Circuits From Ohm’s Law for circuits, it follows that the total resistance... Problem 60SB: Newton’s Method In calculus you will learn that if P( x )= a n x n + a n1 x n1 +...+ a 1 x+ a 0 is... Problem 61SB Problem 62SB Problem 63DW Problem 64DW Problem 65DW: The graph of a rational function cannot have both a horizontal and an oblique asymptote. Explain... Problem 66DW Problem 67RYK Problem 68RYK Problem 69RYK Problem 70RYK format_list_bulleted