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9/15/2022-HW Graphing Abs Val in a Coordinate Plane

Last updated over 2 years ago

59 questions

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Required

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Question 45

45.

Given the graph, what is a?

Required

1

Question 46

46.

Given the graph, what is the vertex point?

Required

1

Question 47

47.

Given the graph, what is the axis of symmetry?

Required

1

Required

1

Question 49

49.

Given the graph, what is a?

Required

1

Question 50

50.

Given the graph, what is the vertex point?

Required

1

Question 51

51.

Given the graph, what is the axis of symmetry?

Required

1

Question 53

53.

Solve and graph the inequality. Input your answer in interval form.

Question 54

54.

Solve the equation. Input your answer using set notation. x={?,?}

Question 55

55.

Solve the inequality and graph in show your work. Input your answer using interval notation.

Question 56

56.

Use this question to upload your work page 1

Question 57

57.

Use this question to upload your work page 2

Question 58

58.

Use this question to upload your work page 3

Question 59

59.

Use this question to upload your work page 4

Question 1

1.

a=

Question 2

2.

Vertex:

Question 3

3.

Graph the equation in show your work. Then use your graph to help you answer the rest of the questions for this equation. (or upload a picture of your graph here)

Question 4

4.

Domain: (in interval notation)

Question 5

5.

Range: (in interval notation)

Question 6

6.

Increasing interval:

Question 7

7.

Decreasing interval:

Question 8

8.

Question 9

9.

Question 10

10.

axis of symmetry (AOS):

Question 11

11.

The graph transformed from the original parent function as follows: (choose all that apply)

reflected in the x-axis

shifted right 2

shifted left 2

shifted up 3

shifted down 3

Question 12

12.

a=

Question 13

13.

Vertex:

Question 14

14.

Graph the equation in show your work. Then use your graph to help you answer the rest of the questions for this equation. (or upload a picture of your graph here)

Question 15

15.

Domain: (in interval notation)

Question 16

16.

Range: (in interval notation)

Question 17

17.

Increasing interval:

Question 18

18.

Decreasing interval:

Question 19

19.

Question 20

20.

Question 21

21.

axis of symmetry (AOS):

Question 22

22.

The graph transformed from the original parent function as follows: (choose all that apply)

reflected in the x-axis

shifted right 1

shifted left 1

shifted up 2

shifted down 2

stretched by factor of 1/2

compressed by factor of 1/2

Question 23

23.

a=

Question 24

24.

Vertex:

Question 25

25.

Graph the equation in show your work. Then use your graph to help you answer the rest of the questions for this equation. (or upload a picture of your graph here)

Question 26

26.

Domain: (use interval notation)

Question 27

27.

Range: (use interval notation)

Question 28

28.

Increasing interval:

Question 29

29.

Decreasing interval:

Question 30

30.

Question 31

31.

Question 32

32.

axis of symmetry (AOS):

Question 33

33.

The graph transformed from the original parent function as follows: (choose all that apply)

reflected in the x-axis

shifted right 4

shifted left 4

shifted up 4

shifted down 4

stretched by a factor of 4

compressed by a factor of 4

Question 34

34.

a=

Question 35

35.

V:

Question 36

36.

Graph the equation in show your work. Then use your graph to help you answer the rest of the questions for this equation. (or upload a picture of your graph here)

Question 37

37.

Domain: (use interval notation)

Question 38

38.

Range: (use interval notation)

Question 39

39.

Increasing interval:

Question 40

40.

Decreasing interval:

Question 41

41.

Question 42

42.

Question 43

43.

axis of symmetry (AOS):

Question 44

44.

The graph transformed from the original parent function as follows: (choose all that apply)

reflected in the x-axis

shifted right 2

shifted left 2

shifted up 3

shifted down 3

stretched by a factor of 2

compressed by a factor of 2

Question 48

48.

Given the graph, write the equation of the function. Start with f(x)=

Question 52

52.

Given the graph, write the equation of the function. Start with f(x)=