Asked by Roger
Write a function that has two infinite limits at two different x-values.
Write a function where both one sided limits exist at some x value but the two sided limit do not.
I don't understand how this would look, please help!
Write a function where both one sided limits exist at some x value but the two sided limit do not.
I don't understand how this would look, please help!
Answers
Answered by
Steve 2.0
#1 any rational function with vertical asymptotes will do this:
1/(x-1)(x+1)
#2 f(x) =
x+1 for x <= 1
x-1 for x > 1
just any function where there is a finite break at some x value
1/(x-1)(x+1)
#2 f(x) =
x+1 for x <= 1
x-1 for x > 1
just any function where there is a finite break at some x value