3 Written Questions

1. All values except those which make the denominator equal zero.
2. If the numerator's degree is one higher than the denominator's (ex: 2x⁴ / 19x³+2 ) then divide out the problem using long division. The answer, sans remainder, is the asymptote.
3. A number which is a factor in both the numerator and the denominator.

3 Multiple Choice Questions

1. Solve for whichever values make the numerator equal to zero. Presented as a ' (X,0) '
   1. How to find range
   2. How to find x-intercept
   3. How to find y-intercept
   4. How to find a hole
2. All values except those lying on horizontal asymptotes.
   1. How to find domain
   2. How to find y-intercept
   3. How to find range
   4. How to find a hole
3. When the degree of the denominator is D and the degree of the numerator is N, if..
   N = D, then Y=A/B
   N < D, then Y=O
   N > D, then there is no horizontal asymptote
   1. How to find a slant asymptote
   2. How to find vertical asymptotes
   3. How to find horizontal asymptotes
   4. How to find y-intercept

2 True/False Questions

1. How to find y-intercept → Solve for whichever values make the numerator equal to zero. Presented as a ' (X,0) '

   True        False

2. How to find vertical asymptotes → Look for the values which make the function undefined. Presented as 'X='

   True        False