Graphing Rational Function (2 ACTIVITIES)

Please present a full solution/explanation.

PART 1

1. What is the vertical asymptote of the equation y= ? A. x = 6 C. X = 2 B. x = 7 D. X = -2 2. What is the horizontal asymptote of the function f(x) = #x+2x * A. y = 0 C. y = 1 B. y = 4 D. None 3. What is the domain of the given rational expression, y = ? x+2 A. (x | X ER, x # -2} C. {X | XER, x # -4} B. (x | X ER, x # 2) D. (x [ X ER, x # 4) 4. What is a line that approaches the graph continually but never touches it? A. x intercept C. asymptote B. y intercept D. inverse function 5. Which of the following graphs represents a function? A. C. B. D.1. it is the set of all values that the variable x in a function can take. A. Domain Q Zeroes 3- Range D. Intercepts 2. it is the values of x which make the function zero. A. Domain C. Zeroes 3. Range D. Intercepts 3. it is the set of values that {(x) can take. A. Domain 0. Zeroes B. Range D. Intercepts 4. It is the function value when x = 0. A. xinteroept 0. Horizontal Asymptotea B. yintemept D. Vertical Asymptotes _ _ . 5. It is a diagram showing the relation concerning the variables measured along one pair of axes at right angles. It is a plot or trace on a Cartesian Plane. A. Graph , C. Table of Values B. Pointg D. None of the above