The point (-7, 2) is on the graph of a function that is neither even nor odd. Which of the following points could also be on the graph of the function? Select one: O a. (2, -7) O b. (-7, -2) O c. (7 , - 2)Information For questions 2 - 6, use the graph below. of Question 2 Describe the end behavior of the function. Not yet answered Select one: Points out of O a. As x - oo,y - 0 and as x - - oo,y - 0 8.34 O b. As x - oo,y - 2 and as x - - oo,y - 2 O c. As x - oo,y - 2 and as x - - co,y - -2 O d. As x - co,y - -2 and as x -+ - oo,y - 2Question 3 Identify the vertical asymptote(s) for the function. Not yet answered Select one: Points out of O a. The vertical asymptote is x = 0. 8.34 O b. The vertical asymptote is x = 0 and y = 2. O c. There is no vertical asymptote. O d. The vertical asymptote is x = 2. Question 4 Identify the horizontal asymptote(s) for the function. Not yet answered Select one: Points out of O a. There is no horizontal asymptote. 8.34 O b. The horizontal asymptote is y = 2. O c. The horizontal asymptote is y = 0. O d. The horizontal asymptote is x = 0.Question 5 Identify the value(s) for which the function is undefined. Not yet answered Select one: Points out of O a. The function is undefined at x = 2. 8.33 O b. The function is undefined at x = 2 and x = -2. O c. The function is defined for all real numbers. O d. The function is undefined at x = 0. Question 6 Determine whether the function is even, odd, or neither. Not yet answered Select one: Points out of O a. even 8.33 O b. odd O c. neitherQuestion 7 Determine whether the function represented by the graph below is even, odd, or neither. Then, explain why. Select all that apply. Not yet answered Points out of 8.33 Select one or more: O a. The function is odd because it is symmetrical about the origin. O b. The function is odd because opposite x-values have opposite y-values. O c. The function is even because it is symmetrical about the origin. O d. The function is even because it is symmetrical about the x-axis. O e. The function is odd because it is symmetrical about the y-axis. O f. The function is neither even nor odd.Question 8 One half of an even function is given below. Select the letter that gives the graph of the function. Not yet answered Points out of 8.33 Select one: O a. O b.\fInformation For questions 9 - 10, use the graph of the function below. 40 32 24 16 10 -8 2 8 10 -8 -16 -24 -32 Question 9 Determine the intervals where the function decreases. Select all that apply. Not yet answered Select one or more: Points out of O a. (-2, 1) 8.33 O b. (1,00) O c. (-00, 00) O d. (-4,00) O e. (-0o, -2)Question 10 Which of the following statements are true? Select all that apply. Not yet answered Select one or more: Points out of O a. The graph has a horizontal asymptote at y = 0. 8.33 O b. The function has a local minimum at (-2, 0). O c. There is no global minimum. O d. The function has a global maximum at (1, 18). O e. The graph has a global minimum at (4, -32). Of. The function is symmetrical about the origin.Question 11 Determine which of the following functions are even. Select all that apply. Not yet answered Select one or more: Points out of O a. f( x) = x+4 8.33 O b. f(x) = 7x4+11x2 O c. f( x) =|x|+3 O d. f( x ) = x2-5 De. f(x) = 7x5+11x3Question 12 The graph below models the height H of a sunflower after t days. What is the best description of the sunflower's growth? Not yet answered Points out of 324 8.33 270 216 Height in cm 162 108 54 18 36 54 72 90 Time in Days Select one: O a. The sunflower grows slowly for approximately 50 days, but then the growth rate increases without bound. O b. The sunflower's height triples every 18 days. O c. The sunflower grows rapidly for approximately 50 days, but then the growth rate slows and levels off at 270 cm. O d. The sunflower grows rapidly for approximately 50 days, but then the growth rate slows and levels off at 324 cm