Final answer:
"Horizontal asymptote: DNE, Vertical asymptote: DNE" indicates that the function does not have any horizontal or vertical asymptotes. There are no constant values that the function approaches as x goes to positive or negative infinity, and there are no vertical lines that the function approaches as x approaches a certain value.
This correct answer is d)
Step-by-step explanation:
To determine the horizontal and vertical asymptotes, we need more information about the function or expression. However, I can provide general explanations for the options:
a) Horizontal asymptote:
n, Vertical asymptote:
n - This suggests both horizontal and vertical asymptotes exist and are represented by the equation y=n and x=n respectively.
b) Horizontal asymptote: DNE, Vertical asymptote:
n - This indicates that there is no horizontal asymptote, but there is a vertical asymptote at x=n.
c) Horizontal asymptote:
n, Vertical asymptote: DNE - This suggests there is a horizontal asymptote at y=n, but there is no vertical asymptote.
d) Horizontal asymptote: DNE, Vertical asymptote: DNE - This indicates that there are neither horizontal nor vertical asymptotes.
Without more context or information about the function, it's challenging to determine the correct option. The presence or absence of asymptotes depends on the specific characteristics of the function or expression.
This correct answer is d)