Question: Question 9 (1 point) Predict the x-intercept of f(x) = -2 log x. ( a) (0, -2) ( b) none O c) ( - 2,

 Question 9 (1 point) Predict the x-intercept of f(x) = -2log x. ( a) (0, -2) ( b) none O c) (- 2, 0 ) O d) (1, 0)Question 5 [1 point] Theexpression is which equivalent to leg ?5 is O a) log 15010g 2 Ob) 10g 3 + log 25 0:) 10g 100 leg25 0 d} (log 5)(10g 15) O c + O d) +H\fQuestion 3 {1 point) I The magnitude of an earthquake can be

calculated using the formula M =log(1) o where M is the magnitudeof the earthquake on the Richter scale. irepresents the intensityI of anearthquake, and i0 represents the intensity' of an earthquake with a magnitudeof 0. To the nearest tenth, an earthquake with a magnitude of718 is C] 3; times as intense as an earthquake with amagnitude of 5.7. Question 2 (1 point) The logarithmic equation which correctlyrepresents the exponential equation 62 = m is O a) m =

Question 9 (1 point) Predict the x-intercept of f(x) = -2 log x. ( a) (0, -2) ( b) none O c) ( - 2, 0 ) O d) (1, 0)Question 5 [1 point] The expression is which equivalent to leg ?5 is O a) log 150 10g 2 Ob) 10g 3 + log 25 0:) 10g 100 leg 25 0 d} (log 5)(10g 15) O c + O d) + H\fQuestion 3 {1 point) I The magnitude of an earthquake can be calculated using the formula M =log(1) o where M is the magnitude of the earthquake on the Richter scale. irepresents the intensityI of an earthquake, and i0 represents the intensity' of an earthquake with a magnitude of 0. To the nearest tenth, an earthquake with a magnitude of 718 is C] 3; times as intense as an earthquake with a magnitude of 5.7. Question 2 (1 point) The logarithmic equation which correctly represents the exponential equation 62 = m is O a) m = 10g6 2 ( b) 2 = 10gm 6 O c) 2 = 1086 m O d) 6 = 10gm 2Question 1 (1 point) The exponential equation which correctly represents the logarithmic equation y = log 17 is O a) 17y = 10 O b) 17y = 1 O c) 1y = 17 O d) 10y = 17

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