Question 12 (1 point) What is the equation of the asymptote off (x) = -3logs 2 (x - 7) + 1 Ox=7 Oy=1 Ox=8 Oy=0 Question 13 (1 point) The function f (x) = log2 X is transformed 3 units to the right and vertically stretched by a factor of 2. The equation of the transformed function is: Of (x) = 21082 (x + 3) Of (x) = 10g2 2 (x - 3) Of ( x ) = 21082 ( x - 3 ) Of ( x ) = 41082 (x + 3) Question 14 (1 point) Which of the following is false about the general form for logarithmic transformations:f(x) = alog k(x - d) +c O If "a" is negative, there has been a horizontal reflection over the y-axis ( If "d" is negative, then the function has been transformed to the left If "c" is positive, then there has been a vertical translation upwards The horizontal stretch/compression is Question 15 (1 point) Describe in words the transformations to f (x) = log x in the function g(x) = -3log x - 2 A vertical reflection, a vertical stretch of 3, and a vertical translation 2 units down A horizontal reflection, a vertical stretch of 3, and a vertical translation 2 units down A vertical reflection, a horizontal stretch of 3, and a vertical translation 2 units down A vertical reflection, a vertical stretch of 3, and a horizontal translation 2 units to the right Question 16 (1 point) Evaluate -log416 O-4 O -2 O2Question 17 (1 point) Evaluate log 0.1 O a) -2 O b) - 1 O c) -10 O do Question 18 (1 point) Evaluate log,16 - log232 O a) -1 Ob) 5 O c) 4 O d) 1 Question 19 (1 point) Express 3log2 + logs7 as single logarithm ( a) logs42 ( b) logs 56 O d) log5 14 Question 20 (1 point) Evaluate log, 36 ( a) 36 O b ) 2 O c) 6 O d) 1 Question 21 (1 point) Evaluate log218 - log29 O a) 1 O b) 3 O c) - 3 O d) - 1Question 22 (1 point) Evaluate log,vo O a) -2 O b) ? Oc) 1 NI- Question 23 (1 point) Convert 25 = 32 to logarithmic form: O a) log32 2 = 5 O b) log2 32 = 5 O c) logs 32 = 2 ( d) logs 2 = 32 Question 24 (1 point) Convert logg x = 2 to exponential form: ( a) 2* = 3 O b) 32 = x O c) 3* = 2 O d) 23 = x Question 25 (1 point) Express 2log8 + log9 - log36 as a single logarithm. ( a) log16 ( b) log2 c) 2log 2 O d) log 2592