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4-2 Practice
By Patrick Silvey
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Last updated almost 3 years ago
23 questions
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Question 21
21.
Write a tangent function to model the graph. (Don't forget to write "y=".)
1
Question 22
22.
Write a tangent function to model the graph. (Don't forget to write "y=".)
1
Question 23
23.
Write a tangent function to model the graph. (Don't forget to write "y=".)
Question 1
1.
Fill in the blanks to write a tangent function that has a period of 2 pi and an x-intercept at x = pi/2:
y = tan (_______ (x _______ ))
Question 2
2.
Fill in the blanks to write a tangent function that has a period of pi/3 and is translated up 3 units:
y = tan (_______ (x)) _______
Question 3
3.
What is the period of the function:
Question 4
4.
What is coordinate for the first critical point:
Question 5
5.
What is coordinate for the second critical point:
Question 6
6.
What is the equation of the asymptote? (the third critical point):
Question 7
7.
What is coordinate for the fourth critical point:
Question 8
8.
What is coordinate for the point the completes the first period? (the fifth critical point.):
Question 9
9.
What would occur at the first critical point?
A zero
An asymptote
Question 10
10.
What is the equation of the asymptote? (the first critical point):
Question 11
11.
What is the coordinate for the second critical point?
Question 12
12.
What is the equation of the second asymptote? (the third critical point):
Question 13
13.
What is the coordinate for the fourth critical point?
Question 14
14.
What is the equation of the third asymptote? (the fifth critical point):
Question 15
15.
What would occur at the first critical point?
A zero
An asymptote
Question 16
16.
What is the coordinate of the first critical point?
Question 17
17.
What is the equation of the first asymptote? (the second critical point):
Question 18
18.
What is the coordinate of the third critical point?
Question 19
19.
What is the equation of the second asymptote? (the fourth critical point):
Question 20
20.
What is the coordinate of the fifth critical point?
A local minimum
A local maximum
None of these
A local maximum
A local minimum
None of these
