SOLUTION: Describe the transformations that take the graph of f(x)=log4 x to the graph of g(x) = log4 x^3 = log4 8. Justify your response algebraically. equation orientation(s): https://g

Question 1205567: Describe the transformations that take the graph of f(x)=log4 x to the graph of g(x) = log4 x^3 = log4 8. Justify your response algebraically.
equation orientation(s): https://gyazo.com/ca5a482b67d375dd99cc56c691859ed6
https://gyazo.com/58bc03d93004990125826bcbf7dfc7e5
Answer by MathLover1(20850) (Show Source): You can put this solution on YOUR website!

...the parent function

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.....

general formula transformed function in this case will be

if , the graph is by a factor of ; you have
if we have vertical shift down units: you have

so we have
vertical stretch: stretched by factor
vertical shift : down units

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