Tom K. answered 07/16/21
Knowledgeable and Friendly Math and Statistics Tutor
log5(125x^2) = log5(125) + log5(x^2) = 3 + 2 log5x
Thus, the second function stretches the first function by a factor of 2 and moves it up 3.
Roheena N.
asked 07/16/21clearly explain, using correct mathematical terminology and graph transformations, the difference(s) between the graph of y = log5𝑥 and y = log5 (125𝑥2).
Tom K. answered 07/16/21
Knowledgeable and Friendly Math and Statistics Tutor
log5(125x^2) = log5(125) + log5(x^2) = 3 + 2 log5x
Thus, the second function stretches the first function by a factor of 2 and moves it up 3.
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