5. 1. Point/s where the graph of the rational function
intersects the x- or y-axis.
A. range
B. domain
C. intercepts
D. asymptote
6. 2. The function value when x=0.
A. x-intercepts
B. y-intercepts
C. range
D. asymptote
7. 3. The values of x which make the
function zero.
a. Range
b. domain
c. zeroes
d. asymptote
8. 4. The real numbered zeroes are also____of the
graph of the function.
a. x-intercepts
b. y-intercepts
c. range
d. asymptote
9. 5. If the graph of function either increases or
decreases without bound as the x-
values approach a from the right or left, the
line is called
a. vertical asymptote
b. Horizontal asymptote
c. x – axis
d. y -axis
10. 6. The function f(x)=
4𝑥²
𝑥²=8
has no vertical
asymptote because,
a. vertical asymptotes will occur at those
values of x for which the denominator is equal
to zero.
B. √-8 is not a real number
c. 8 is not a perfect square
d. a and b
11. 7. Setting g(x)=0 is the primary step in
determining,
a. domain
b. vertical asymptote
c. Horizontal asymptote
d. Intercept
12. 8. If the degrees of the numerator (n) is less
than the degrees of the denominator (m), y = 0
is
a. vertical asymptote
b. horizontal asymptote
c. zero of the function
d. y - intercept
13. 9. Let n be the degree of the numerator
and m be the degree of the denominator.
If n > m,
A. There is no horizontal asymptote
B. horizontal asymptote is y = 0
C. horizontal asymptote is y =
𝑎
𝑏
D. a and b
14. 10. The zero/es of the function
f(x)=
(𝒙−𝟏𝟎(𝒙+𝟏)
(𝒙+𝟏)(𝒙+𝟐)
is are
A. X = -1, -2
B. x = 1, 2
C. x = -2
D. x = 1
15. 11. The x- and y-intercept
is
a. (2,0), (-2,0) and (0, 4)
b. 2, -2 and 4
c. 2 and 4
d. (2,0), (-2,0)
For numbers 11-14, consider
the function f(x)=
𝒙²− 4
𝒙²−𝟏
with
its graph below.
16. 12. The vertical
asymptotes are
a. -1 and 1
b. -2 and 2
c. Zero of the function
d. y intercept
For numbers 11-14, consider
the function f(x)=
𝒙²− 4
𝒙²−𝟏
with
its graph below.
17. 13.What is the
horizontal asymptote of
the given function?
a. y = -1
b. y = 1
C. y = 2
d. y = -2
For numbers 11-14, consider
the function f(x)=
𝒙²− 4
𝒙²−𝟏
with
its graph below.
18. 14.What are the zero/es of
given function?
A. y= - 2, 2
b. x= 2, -2
c. x= (2,0), and (-2,0)
d. b and c
For numbers 11-14, consider
the function f(x)=
𝒙²− 4
𝒙²−𝟏
with
its graph below.
19. 15. On what interval(s) is
𝑋=10
3𝑋−2
≤ 3 ?
A. ( - ∞,
2
3
) and [1,∞)
B. ( - ∞,
2
5
) or [2,∞)
C. ( - ∞,
2
3
) or [2,∞)
D. ( - ∞,
2
3
) and [2,∞)
22. 1. Point/s where the graph of the rational function
intersects the x- or y-axis.
A. range
B. domain
C. intercepts
D. asymptote
23. 2. The function value when x=0.
A. x-intercepts
B. y-intercepts
C. range
D. asymptote
24. 3. The values of x which make the
function zero.
a. Range
b. domain
c. zeroes
d. asymptote
25. 4. The real numbered zeroes are also____of the
graph of the function.
a. x-intercepts
b. y-intercepts
c. range
d. asymptote
26. 5. If the graph of function either increases or
decreases without bound as the x-
values approach a from the right or left, the
line is called
a. vertical asymptote
b. Horizontal asymptote
c. x – axis
d. y -axis
27. 6. The function f(x)= 4x²/x²+8 has no vertical
asymptote because,
a. vertical asymptotes will occur at those
values of x for which the denominator is equal
to zero.
B. √-8 is not a real number
c. 8 is not a perfect square
d. a and b
28. 7. Setting g(x)=0 is the primary step in
determining,
a. domain
b. vertical asymptote
c. Horizontal asymptote
d. Intercept
29. 8. If the degrees of the numerator (n) is less
than the degrees of the denominator (m), y = 0
is
a. vertical asymptote
b. horizontal asymptote
c. zero of the function
d. y - intercept
30. 9. Let n be the degree of the numerator
and m be the degree of the denominator.
If n > m,
A. There is no horizontal asymptote
B. horizontal asymptote is y = 0
C. horizontal asymptote is y = a/b
D. a and b
31. 10. The zero/es of the function
f(x)=(x-1)(x+1)/(x+1)(x+2) is are
A. X = -1, -2
B. x = 1, 2
C. x = -2
D. x = 1
32. 11. The x- and y-intercept
is
a. (2,0), (-2,0) and (0, 4)
b. 2, -2 and 4
c. 2 and 4
d. (2,0), (-2,0)
For numbers 11-14, consider
the function f(x)= x²-4/ x²-1
with its graph below.
33. 12. The vertical
asymptotes are
a. -1 and 1
b. -2 and 2
c. Zero of the function
d. y intercept
For numbers 11-14, consider
the function f(x)= x²-4/ x²-1
with its graph below.
34. 13.What is the
horizontal asymptote of
the given function?
a. y = -1
b. y = 1
C. y = 2
d. y = -2
For numbers 11-14, consider
the function f(x)= x²-4/ x²-1
with its graph below.
35. 14.What are the zero/es of
given function?
A. y= - 2, 2
b. x= 2, -2
c. x= (2,0), and (-2,0)
d. b and c
For numbers 11-14, consider
the function f(x)= x²-4/ x²-1
with its graph below.
36. 15. On what interval(s) is
𝑋=10
3𝑋−2
≤ 3 ?
A. ( - ∞,
2
3
) and [1,∞)
B. ( - ∞,
2
5
) or [2,∞)
C. ( - ∞,
2
3
) or [2,∞)
D. ( - ∞,
2
3
) and [2,∞)
