Which of the following functions would result in a graph that is shifted two

units to the left of g(x) = 3 log(x)?

A. f(x)=3 log(x-2)

B. f(x)=3 log(x) +2

C. f(x)=3 log(x+2)

D. f(x)=3 log(x) – 2

units to the left of g(x) = 3 log(x)?

A. f(x)=3 log(x-2)

B. f(x)=3 log(x) +2

C. f(x)=3 log(x+2)

D. f(x)=3 log(x) – 2

Answer:Step-by-step explanation:Translationsare forms that are transformations where the graph is shifted up, down, right, or left.Horizontal Translationleft. It is important to note that this ishorizontal. All horizontal transformations will be writteninside the parentheses. This is because transformations inside the parentheses affect thex-value, and the x-values are horizontal.Writing Translationsh-valuefor horizontal translations because of the information above.2 units. Since the left is closer to the negative side, if you go left, you subtract.f(x) = 3(log x + 2)