question 5\ntravis attempted to explain what ...
question 5\ntravis attempted to explain what a horizontal asymptote is.\nhe says that “a horizontal asymptote is where a function is undefined”.\nwhich of the following is the best reason as to why travis is incorrect?\na horizontal asymptote is an imaginary x value which the function must reach.\na horizontal asymptote is an imaginary y value which the function must reach.\na horizontal asymptote is an imaginary y value which the function approaches but never reaches.\na horizontal asymptote is an imaginary x value which the function approaches but never reaches.\nsubmit assignment
Answer
# Brief Explanations:
A horizontal asymptote is a y - value (not an x - value) that a function approaches as x goes to positive or negative infinity, but never actually reaches. It is not related to where a function is undefined.
# Answer:
A horizontal asymptote is an imaginary y value which the function approaches but never reaches.