YOU ARE NOT REQUIRED TO SHOW WORK FOR EXERCISES 1-31. :-)
Use the math keyboard inside the answer box to include the symbol for infinity.
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Question 1
1.
Type the domain in interval notation.
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Question 2
2.
State the range in interval notation.
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Question 3
3.
Type the x intercept(s). (remember this is an ordered pair, so use (x,y)..no spaces!!)
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Question 4
4.
Type the y intercept(s). (remember this is an ordered pair, so use (x,y)..no spaces!!)
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Question 5
5.
Type the domain in interval notation.
(NOTE: even though the lines end at a certain point...the open circles mean that the point is NOT INCLUDED in the graph)
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Question 6
6.
Type the range in interval notation.
(NOTE: even though the lines end at a certain point...the open circles mean that the point is NOT INCLUDED in the graph)
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Question 7
7.
Is the graph above a function? Type your reasoning for your answer in show your work.
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Question 8
8.
Select the domain for the above graph:
(NOTE: even though the lines end at a certain point...the open circles mean that the point is NOT INCLUDED in the graph)
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Question 9
9.
Type the range in interval notation.
(NOTE: even though the lines end at a certain point...the open circles mean that the point is NOT INCLUDED in the graph)
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Question 10
10.
Is the graph above a function? Type your reasoning for your answer in show your work.
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Question 11
11.
Type the domain in interval notation.
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Question 12
12.
Type the range in interval notation.
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Question 13
13.
Is the graph above a function? Type your reasoning for your answer in show your work.
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Question 14
14.
Type the domain of the graph in interval notation.
(NOTE: even though the lines end at a certain point...the open circles mean that the point is NOT INCLUDED in the graph)
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Question 15
15.
Type the range of the graph in interval notation.
(NOTE: even though the lines end at a certain point...the open circles mean that the point is NOT INCLUDED in the graph)
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1
Question 16
16.
Type the domain of the graph in interval notation.
(NOTE: even though the lines end at a certain point...the open circles mean that the point is NOT INCLUDED in the graph)
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1 point
1
Question 17
17.
Type the range of the graph in interval notation.
(NOTE: even though the lines end at a certain point...the open circles mean that the point is NOT INCLUDED in the graph)
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Question 18
18.
Select the apparent correct x intercept(s) of the graph above.
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Question 19
19.
Type the domain of the graph in interval notation.
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Question 20
20.
Type the range of the graph in interval notation.
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Question 21
21.
Type the domain of the graph in interval notation.
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Question 22
22.
Type the range of the graph in interval notation.
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Question 23
23.
Is the graph above a function? Type your reasoning for your answer in show your work.
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Question 24
24.
Type the domain of the graph using interval notation.
(NOTE: even though the lines end at a certain point...the open circles mean that the point is NOT INCLUDED in the graph)
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Question 25
25.
Choose the correct range of the graph above:
(NOTE: even though the lines end at a certain point...the open circles mean that the point is NOT INCLUDED in the graph)
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Question 26
26.
Is the graph above a function? Type your reasoning for your answer in show your work.
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Question 27
27.
Is there a y-intercept for this graph? Type your reasoning for your answer in show your work.
(NOTE: even though the lines end at a certain point...the open circles mean that the point is NOT INCLUDED in the graph)
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Question 28
28.
Type the domain of the graph using interval notation.
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Question 29
29.
Type the range of the graph using interval notation.
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Question 30
30.
What is the x-intercept?
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Question 31
31.
What is the y-intercept?
READ THIS!!! 🙈
I may have said you didn't need to show your work...but for the following 6 questions, please show your work, for exercises 32-37. If you're having issues uploading your work, bring it to class. BUT please make an effort to try to upload...you can use your chromebook camera but make sure it's legible.
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Question 32
32.
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Question 33
33.
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Question 34
34.
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Question 35
35.
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Question 36
36.
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Question 37
37.
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Question 38
38.
upload your pages of work here--page 1 (if you did the work inside the question, don't worry about uploading anything...just submit the assignment)