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Use the laws of logarithms to rewrite y=log(10(x-1)^2) in the form y=alog(b(x-h))+k (i.e. a transformation of y=log x). Find the mapping rule and describe the transformations (no need to sketch).

Respuesta :

Answer:

y = 2log(1(x-1) + 1

Horizontal shift 1 to the right

Vertical shift up 1

Vertical stretch by 2

Step-by-step explanation:

y = log(10(x-1)²)  Use log rules to expand

y = log(10) + log(x-1)²

y = 1 + 2log(x-1)

y = 2log(1(x-1) + 1

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