A Q 3. Select the value of a such that alog, (x) is equivalent to log, (x). O a=2 O a = O a=8 O a= 12 4. Select the inverse of /(x) = > (2)*+1. Of(x) = log, (2x - 2) Of (x ) = log, (2x + 2) O f (x) = 2' -2 Of(x ) = 10g, x-2[ 7. Describe how the graph of y = log - 1 relates to the graph of y = log(x).Q 9. If log, (x) = 17, what is the value of log. (x)? O1 17 O -17 O 1017 O 3 17 10. Select the description of the transformation from f(x) = log, (x) to g(x) =log, (x). O Horizontal stretch by a factor of 2. Vertical compression by a factor of O Vertical stretch by a factor of 2. O Vertical stretch by a factor of 3