Determine whether the statement is true or false.Justify your answer.
The line $y = - 5$ is an asymptote for the graph of $f ( x ) = 10 ^ { x } - 5$
A)False.As $x \rightarrow 5 , f ( x ) \rightarrow 5$ but never reaches 5.
B)True.As $x \rightarrow - 5 , f ( x ) \rightarrow - 5$ but never reaches -5.

Question

Determine whether the statement is true or false.Justify your answer. ​
The line $y = - 5$ is an asymptote for the graph of $f ( x ) = 10 ^ { x } - 5$ ​
A)False.As $x \rightarrow 5 , f ( x ) \rightarrow 5$ but never reaches 5.
B)True.As $x \rightarrow - 5 , f ( x ) \rightarrow - 5$ but never reaches -5.

Quizplus · Accepted Answer

The Answer of Determine whether the statement is true or false.Justify your answer. ​
The line $y = - 5$ is an asymptote for the graph of $f ( x ) = 10 ^ { x } - 5$ ​
A)False.As $x \rightarrow 5 , f ( x ) \rightarrow 5$ but never reaches 5.
B)True.As $x \rightarrow - 5 , f ( x ) \rightarrow - 5$ but never reaches -5.

Determine Whether the Statement Is True or False y=−5y = - 5y=−5

Determine Whether the Statement Is True or False $y = - 5$