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- So if our Va is x-3=0 and the value of x is 3, the our Ha will be 01 and y=0?
- That's right, Joe! You're a fast learner!
- In our example, f(x)= 1/x-3, the degree of numerator is is less than the degree of denominator then the graph of f has a line of y=0.
- But as I've said earlier, we have 3 conditions when getting the HA. The first condition is applied to our example, If the degree of numerator is less than the degree of the denominator, then the graph of f has the line of y=0.
- The second degree is if the degree of numerator and denominator are equal , then the graph of f has the line of y=a/b where a and b are the leading coefficient of the numerator and denominator.
- The third condition, If the numerator is greater than the degree of denominator then it means that the o of f has no horizontal asymptote.
- What about the third condition?
- Reaching their school, Vier is still explaining their lesson to Joe for better understanding.
- Good morning, Class! We'll be having our surprise quiz about our previous lesson.
- Vier is now explaining to Joe the 3 conditions of getting the Horizontal Asymptote.
- Don't mention it, Joe! Congrats on getting the perfect score!
- Vier! Thank you so much for explaining to me the parts I am confused about. I got a perfect score in our quiz!
- Vier explained to Joe the last condition in getting the Horizontal Asymptote
- As they reach their classroom their teacher announced that they will be having a surprise quiz about their previous lesson, which was the Graph of a Rational Function.
- Joe thanked Vier for explaining to her their lesson that resulting Joe to have a perfect score on their quiz.
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