Which of the following key features are specific to the graph of a rational function? (Select all that apply.)
axis of symmetry
slanted line
irrational numbers
hole(s)
slant asymptote
Answers
The correct option is a, b, d, e
Step-by-step explanation:
In order to verify the statements, lets first identify what are the key features of a rational function
Lets take a simple rational function , (x²-4)/(x²-4x+4)
Now we'll solve it for given conditions
Condition 1
We know that there is an axis of symmetry for rational functions
Condition 1 is correct
Condition 2
Rational numbers can not have any irrational number.
So, statement is wrong
Condition 3
we know that we will get a whole when denominator and numerator will be equal to zero . So for x=2 . There is a whole
So, statement is correct
Condition 4
We can also have vertical and horizontal asymptote of the rational function depending upon the situation
learn more about rational functions from the link below
https://brainly.in/question/11588053