Question 1 (1 point) a Represent VI: as a power with a rational exponent or; H 000 fin. H Question 2 (1 point) Which of the following graphs illustrates inverse functions? Question 3 (1 point) Question 3 {1 point) Represent 32 as a fraction 0 I oh Question 4 {1 point) What is true about exponential functions with a base between 0 and 1? O The V intercept is 1 0 They' are always increasing 0 The range is y E R O Theyr are undefined when x is 0 Question 5 {1 point) Which of the following is NOT a key feature of the functio n\" '3': ' O a] Always decreasing O b:- Has ay-intemept of [0,13 0 c) Domain: \"1:20.21: 0 d1 Range: {man Question 6 {1 point) Given the following three functions, which statement is true: O f is exponential, g and h are logarithmic 0 All three functions are logarithmic functions 0 f and h are exponential, g is logarithmic n _.... . .. .. ._ Question 7 (1 point) Which of the following is a key feature of the function =GIZF O a) Always decreasing O bi Range: {rln O c) Domain: (:12:qu 0 d) Always increasing Question 8 (1 point) Which is false about the asymptote of a logarithmic function: 0 All logarithmic functions have asymptotes O The asymptote restricts the Domain of the function 0 If a log function has a base of 1f2 and an asymptote at x=a, the the interval of decrease is {III 3 a, I E R} Q If a log function has a base of 2 and an asymptote at x=a, then the interval of increase will be (2, 00) Question 9 (1 point) Which of the following is a key feature of the function [a -|.._,:? O a) has an asymptote ofy = 0 O b) has a x-intercept of (4,0) 0 c) has an asymptote of x = 0 Q d) has a y-interoept of [0,4]: Question 10 (1 point) lff(x) = 1032 (I) + 3,what is the equation of the inverse function? 0f1(x)=3,x:c Of_1(x) =2x3 Of'1(x) =x% -3 Of-1(x) = 2'-3 Question 11(1 point) The functionf(x) = log I is transformed by a vertical reection in the x-axis and a horizontal compression by a factor of 1M. IIl'll'l'licl'. of the following is true: 0 The point (10,1) is transformed to {-40, 1) O The point (10,1) is transformed to (g, 1) O The point (10,1) is transformed to ( % , 1) O The point (10,1) is transformed to (40. -1)