Solved

Describe How to Transform the Graph of the Basic Function f(x)=5ln(x);g(x)=lnxf ( x ) = - 5 \ln ( - x ) ; \quad g ( x ) = \ln x

Question 123

Multiple Choice

Describe how to transform the graph of the basic function g(x) into the graph of the given function f(x) .
- f(x) =5ln(x) ;g(x) =lnxf ( x ) = - 5 \ln ( - x ) ; \quad g ( x ) = \ln x


A) Reflect across the xx -axis and the yy -axis and translate5 units down.
B) Reflect across the yy -axis and vertically stretch by a factor of 5 .
C) Reflect across the xx -axis and translate 5 units down.
D) Reflect across the xx -axis and the yy -axis and vertically stretch by a factor of 5 .

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions