Decide if the given relation is a relation or a function.
Question 6
6.
Justify your reasoning for #5. Remember, it will not tell you that you are correct. Once you submit it, it will show you a general correct answer. There are multiple ways to write the correct answer.
Question 7
7.
Decide if the given relation is a function or not.
Question 8
8.
Justify your reasoning for #7. Remember, it will not tell you that you are correct. Once you submit it, it will show you a general correct answer. There are multiple ways to write the correct answer.
Question 9
9.
Decide if the given relation is a function or not.
Question 10
10.
Justify your reasoning for #9. Remember, it will not tell you that you are correct. Once you submit it, it will show you a general correct answer. There are multiple ways to write the correct answer.
Question 11
11.
Decide if the given relation is a function or not.
Question 12
12.
Justify your reasoning for #11. Remember, it will not tell you that you are correct. Once you submit it, it will show you a general correct answer. There are multiple ways to write the correct answer.
Question 13
13.
Decide if the given relation is a function or not.
Question 14
14.
Justify your reasoning for #13. Remember, it will not tell you that you are correct. Once you submit it, it will show you a general correct answer. There are multiple ways to write the correct answer.
Question 15
15.
Decide if the given relation is a function or not.
Question 16
16.
Justify your reasoning for #15. Remember, it will not tell you that you are correct. Once you submit it, it will show you a general correct answer. There are multiple ways to write the correct answer.
Question 17
17.
Identify the domain of the graph in set builder notation. NO SPACES!
Remember, to make less than or equal to put <=. To make greater than or equal to put >=. For all real numbers put a capital R.
Question 18
18.
Identify the range of the graph in set builder notation. NO SPACES!
Remember, to make less than or equal to put <=. To make greater than or equal to put >=. For all real numbers put a capital R.
Question 19
19.
Identify the domain of the graph in set builder notation. NO SPACES!
Remember, to make less than or equal to put <=. To make greater than or equal to put >=. For all real numbers put a capital R.
Question 20
20.
Identify the range of the graph in set builder notation. NO SPACES!
Remember, to make less than or equal to put <=. To make greater than or equal to put >=. For all real numbers put a capital R.
Question 21
21.
Identify the domain of the graph in set builder notation. NO SPACES!
Remember, to make less than or equal to put <=. To make greater than or equal to put >=. For all real numbers put a capital R.
Question 22
22.
Identify the range of the graph in set builder notation. NO SPACES!
Remember, to make less than or equal to put <=. To make greater than or equal to put >=. For all real numbers put a capital R.
Question 23
23.
Identify the domain of the graph in set builder notation. NO SPACES!
Remember, to make less than or equal to put <=. To make greater than or equal to put >=. For all real numbers put a capital R.
Question 24
24.
Identify the range of the graph in set builder notation. NO SPACES!
Remember, to make less than or equal to put <=. To make greater than or equal to put >=. For all real numbers put a capital R.
Question 25
25.
Identify the domain of the graph in set builder notation. NO SPACES!
Remember, to make less than or equal to put <=. To make greater than or equal to put >=. For all real numbers put a capital R.
Question 26
26.
Identify the range of the graph in set builder notation. NO SPACES!
Remember, to make less than or equal to put <=. To make greater than or equal to put >=. For all real numbers put a capital R.
Question 27
27.
Identify the domain of the graph in set builder notation. NO SPACES!
Remember, to make less than or equal to put <=. To make greater than or equal to put >=. For all real numbers put a capital R.
Question 28
28.
Identify the range of the graph in set builder notation. NO SPACES!
Remember, to make less than or equal to put <=. To make greater than or equal to put >=. For all real numbers put a capital R.
Question 29
29.
Determine the domain of each relation. NO SPACES!
Hint: Think about what type of relation it is --- discrete or continuous?
Question 30
30.
Determine the range of each relation. NO SPACES!
Hint: Think about what type of relation it is --- discrete or continuous?
Question 31
31.
Determine the domain of each relation. NO SPACES!
Hint: Think about what type of relation it is --- discrete or continuous?
Question 32
32.
Determine the range of each relation. NO SPACES!
Hint: Think about what type of relation it is --- discrete or continuous?
Question 33
33.
Determine the domain of each relation. NO SPACES!
Hint: Think about what type of relation it is --- discrete or continuous?
Question 34
34.
Determine the range of each relation. NO SPACES!
Hint: Think about what type of relation it is --- discrete or continuous?
Question 35
35.
Decide if the following situation represents a discrete or continuous function?
Ms. Rivera can sharpen 8 pencils in one minute.
Question 36
36.
Explain your reasoning for #35.
Remember, it will not tell you that you are correct. Once you submit it, it will show you a general correct answer. There are multiple ways to write the correct answer.
Question 37
37.
Decide if the following situation represents a discrete or continuous function?
Mr. Swanson got a puppy and plans on measuring how it grows over time.
Question 38
38.
Explain your reasoning for #37.
Remember, it will not tell you that you are correct. Once you submit it, it will show you a general correct answer. There are multiple ways to write the correct answer.
Question 39
39.
Decide if the following situation represents a discrete or continuous function?
The quantity of students in Mr. Long's class that got an A, B, C, D, or E on the last test.
Question 40
40.
Explain your reasoning to #39.
Remember, it will not tell you that you are correct. Once you submit it, it will show you a general correct answer. There are multiple ways to write the correct answer.
Question 41
41.
Decide if the following situation represents a discrete or continuous function?
How fast Ms. Partridge can run a mile.
Question 42
42.
Explain your reasoning to #41.
Remember, it will not tell you that you are correct. Once you submit it, it will show you a general correct answer. There are multiple ways to write the correct answer.