Question 8 (1 point) 10 S (2, 4) (1 , 3) (3, 3) (0, 0) (4, 0) 10 (-1, -5 25 would be If the graph of y = f ( ) undergoes the transformation y =-f(-), the invariant point(s) (0,0) O (4,0) O (0,0) and (4,0) (0,4)Question 9 (1 point) The point (2, 4) is on the graph of y - f(ac) . The graph of y = f(a ) is transformed to become y - g(a ) The point (7, -10) is on the graph of y = g(a ) after certain transformations have occurred. Choose the possible transformations, in the correct order, that may have occurred. Oy = f(2) reflected over the x-axis, translated 5 units right and translated 6 units down. Oy = f(a) reflected over the x-axis, translated 5 units left and translated up 6 units Oy = f(a) reflected over the y-axis, translated 1 unit right and translated 6 units down. Oy= f(a) reflected over the y-axis, translated 1 unit left and translated up 6 units.Question 12 (1 point) The graph y = f(a) is given below. State the invariant points when the graph of y = f(a) is transformed into the graph of y = \\f(a). O (0 .0) , ( - 1 , } ) , ( 1 , 3, ) only (0,0), (-3,1), (3,1) only (0,0), (-1, 2 ), (1, 2 ), (-3,1), (3,1) only (0,0) onlyQuestion 15 (1 point) What is the x-intercept of f (ac) = 1 2x - 8 OO There is no x-intercept Question 16 (1 point) IF f ( ac) = 2 + 3, then a function with the same domain and range as f(ac) is g(z) = f-1(20) O g (z) = f(2 - 1) O g( 2 = (2 ) O g(2) = f(20) - 1Question 14 (1 point) What is the equation of the horizontal asymptote of the function (5x-1)(x-3) y = (+4) (3 +1) ? Oy = CO / OT Oy = 4 Ox = NOT Oy =Question 13 (1 point) Determine which graph of a rational function has the following characteristics a vertical asymptote with equationz = 1 a horizontal asymptote with equation y - - 1 a point of discontinuity at ( 2, - 2) O\fQuestion 10 (1 point) What horizontal translation would be applied to y - c 2 + 2 so that the translation image passes through the point (4, 3)? Question 11 (1 point) Compared to the graph of the base function y = f(x), the graph of the function g(x) f(x - 7) is translated 7 units to the left 7 units down 7 units up 7 units to the right