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Algebra 1 Final Exam Review Algebra 1 Final Exam Review

Algebra 1 Final Exam Review - PowerPoint Presentation

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Uploaded On 2018-09-21

Algebra 1 Final Exam Review - PPT Presentation

Note Students should turn off Stat Plot Final Exam Review Day 1 Warmup Factor 1 2 3 4   Page 1 1 A 2 D 3 A 4 A 5 A 6 E ID: 673769

exam final extra practice final exam practice extra solve square determine equation domain range review function graph find simplify

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Slide1

Algebra 1 Final Exam Review

Note: Students should turn off “Stat Plot”Slide2

Final Exam Review Day #

1

Warm-up

Factor1.) 2.) 3.) 4.)

 Slide3

Page 1

1. A

2. D

3. A 4. A 5. A 6. E Final Exam Review Answers

Page 3

13. C

14. C

15. B 16. C17. D18. B

Page 2

7. E

8. A

9. C

10. A

11. C

12. BSlide4

Consider the equation

1. Determine

whether the function has a maximum or a minimum value

.2. State the maximum or minimum value (a.k.a. vertex). 3. Find the equation of the axis of symmetry. 4. What are the domain and range of the function? 5. What are the roots of the equation? Final Exam Review Day #2 Warm-upSlide5

Page 4

19

. B20. D

21. D22. B23. A24. D Final Exam Review AnswersPage 525. E26. C27. B28. D29. D30. A31. E32. BPage 633. B34. A35. A36. A37. A. Domain:

Range:

B.

Domain:

Range: C. Domain: Range:

38

.

 Slide6

1. Solve

by completing the square.

 

2. Given the equation , find an equivalent equation in vertex form. 3. Determine the number of real solutions of  4. Solve using the Quadratic Formula.

 

Final Exam Review Day #3 Warm-upSlide7

1. Find (6x

2

– 4x + 2) – (3x2 + 4x – 4)

Extra Final Exam PracticeSlide8

2. Find (2x – 5)

2

Extra Final Exam PracticeSlide9

3. Multiply (-3x + 4)(2x

2

– 4x + 5)

Extra Final Exam PracticeSlide10

4. Factor 169x

2

– 64

Extra Final Exam PracticeSlide11

5. Factor 5x

2

+ 13x +6

Extra Final Exam PracticeSlide12

6. Each side of a square

x

units long is increased by 4 units. Determine an expression that represents the area of the new square in square units? (Write it out as two binomials and use FOIL or box-method).

Extra Final Exam PracticeSlide13

7. Solve (3x + 4)(2x – 5) = 0

Extra Final Exam PracticeSlide14

8. Solve x

2

+ 7x = 8.

Extra Final Exam PracticeSlide15

9. The length of a rectangle is 3 times the width. The area is 27 square centimeters. What is the length?

Extra Final Exam PracticeSlide16

10. Determine the maximum or minimum, domain, and range of the equation

y

= -x2 + 5x – 7

Extra Final Exam PracticeSlide17

11. Determine the axis of symmetry and vertex of the equation y = x

2

– 10x + 5

Extra Final Exam PracticeSlide18

12.

Describe how the parent function

f(x) =

translated to create the graph of g(x) = + 8.  Extra Final Exam PracticeSlide19

13.

Describe how the graph of the function

g(

x) = –3 +4 is related to the graph of the function f(x) = 3 + 2. Extra Final Exam PracticeSlide20

14. Solve x

2

– 6x + 8 = 0 by completing the square.

Extra Final Exam PracticeSlide21

15. Find the value of

c

that will make 16x2 + 24x + c a perfect square trinomial.

Extra Final Exam PracticeSlide22

16. Convert y = x

2

– 4x +7 to vertex form.

Extra Final Exam PracticeSlide23

17.

Simplify

 Extra Final Exam PracticeSlide24

18.

Simplify

 

Extra Final Exam PracticeSlide25

19.

Simplify

 Extra Final Exam PracticeSlide26

20.

Simplify

 

Extra Final Exam PracticeSlide27

21.

Simplify

 

Extra Final Exam PracticeSlide28

22.

Determine the number of real solutions of

+ 4

x – 6 = 0. Extra Final Exam PracticeSlide29

23. Solve 3x

2

– 4x – 8 = 0 using the quadratic formula.

Extra Final Exam PracticeSlide30

24.

How does the translated graph of

y =

compare to the parent graph of y = ? Extra Final Exam PracticeSlide31

25.

Identify the domain and range of the function

 

Extra Final Exam PracticeSlide32

26.

Determine the horizontal and vertical asymptote of y =

 

Extra Final Exam PracticeSlide33

27.

Solve

 

Extra Final Exam PracticeSlide34

28.

Solve

 

Extra Final Exam PracticeSlide35

29.

Solve

-

= 1 Extra Final Exam Practice