Name: ______

Algebra 2 Final Exam Assignment Sheet

Date / In Class / Homework
F
39
1/21 / Final Exam Review / HW39:
Chapter 8 Review Sheet (pgs 4-5 in this packet)
Correct with online key
M
40
1/24 / Practice Final Exam / HW40:
Chapter 9 Review Sheet (pgs 9-11 in this packet)
Chapter 10 Review Sheet (pgs 11-13 in this packet
Correct with online key
T
41
1/25 / Practice Final Exam / HW41:
Chapter 12 Review Sheet (pgs 14-15 in this packet)
Correct with online key
W
42
1/26 / Final Exam Review / HW42:
Mixed Review Sheet (pgs. 20-23 in this packet)
Correct with online key
See list below of what to bring to your final exam
Th 1/27
F
1/28
43 / Final Exam / Congratulations!! 
Final Exam Schedule:
Thursday1/27
Period 1 8:00 – 10:00
Period 2 10:25 – 12:25
Friday 1/28
Period 3 8:00 – 10:00
Period 4 10:25 – 12:25 / Please bring the following to class for your final:
  • This completed and corrected packet
  • Unused homework passes (they are only worth extra credit if you have turned in all homework assignments on time)
  • Bathroom passes
  • Any earned extra credit points
  • Something quiet to do in case you finish your final early.

Notes #39: Final Exam Review

8.
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.
9.
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.

HW# 39: Chapter 8 Final Exam Review Sheet

For questions 1-9, perform the indicated operation. Simplify the result.

1. 2. 3.

4. 5.

6. 7.

8. 9.

For questions 10-13, solve the equation by using the LCD. Check each solution.

10. 11.

12. 13.

For questions 14-16, solve the equation by cross multiplying. Check each solution.

14. 15. 16.

Notes #40


19.
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.
20.
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.


HW#40

Chapter 9 Final Exam Review Sheet

For questions 1-8, classify the conic section and write its equation in standard form. For circles, identify the radius and center. For parabolas, identify the vertex, focus, and directrix. For ellipses, identify the center, vertices, co-vertices, and foci. For hyperbolas, identify the center, vertices, equations of asymptotes, and foci. Then graph the conic section.

1.
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.
2.
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.
3.
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.
4.
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.
5.
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.
6.
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.
7.
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.
8.
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.

Chapter 10 Review Sheet

HW#41: Chapter 12 Review Sheet

For questions 1-3, write a rule for the nth term of the arithmetic sequence. Then find .

1. 2, 9, 16, 23, 30, …2. 3. -4, -2, 0, 2, 4, …

For questions 4-5, write a rule for the nth term of the arithmetic sequence.

4. 5.

For questions 6-7, for part (a), find the sum of the first n terms of the arithmetic series. For part (b), find n for the given sum .

6. 2 + 3 + 4 + 5 + 6 +…7. 25 + 35 + 45 + 55 +…

(a) n = 20(b) =5150(a) n = 15(b) =3105

For questions 8-9, find the sum of the series.

8. 9.

For questions 10-11, write a rule for the nth term of the geometric sequence. Then find .

10. 4, 2, 1, 11.

12. Write a rule for the nth term of the geometric sequence.

For questions 13-14, for part (a), find the sum of the first n terms of the geometric series. For part (b), find n for the given sum .

13. 1 – 4 + 16 – 64 + …14.

(a) n = 8(b) = -819(a) n = 14(b) = -31.55

15. Find the sum of the series.

For questions 16-18, find the sum of the infinite geometric series if it has one.

16. 17. 18.

For questions 19-21, find the common ratio of the infinite geometric series with the given sum and first term.

19. S = 4, =720. 21.

Notes #42:

Chapter 7

For questions 1-4, find the exact value (without a calculator):

1. 2. 3. 4.

5. Suppose you deposit $5000 in an account that pays 5.5% annual interest. What is the balance after two years if the interest is compounded quarterly, monthly, and daily?

6. Suppose you deposit $ 3000 in an account that pays 2.5% annual interest. What is the balance after 10 years if the interest is compounded continuously?

For questions 7-12, solve the logarithm or exponent equation. Give the exact value and the approximate value rounded to 3 decimal places.

7. 8. 9.

10. 11. 12.

Chapter 8

For questions 13-16, perform the indicated operation. Simplify your answer & leave your answer as factored as possible.

13. 14.

15. 16.

For questions 17-18, solve the equation by using the LCD. Check each solution.

17. 18.

Chapter 9

For each problem, complete the square to write the equation in standard form. Then graph the conic section and identify the important characteristics of each such as the vertices, co-vertices, center, focus, and directrix.

19. 36x2 + y2 – 216x – 2y + 289 = 0
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.
20. 9x2 – y2 = 9
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.
21. x2 + y2 – 6x – 12y + 36 = 0
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.
22. x2 + 6x – 12y + 33 = 0
/ Type of Conic:
Equation in Standard Form:
Center:
Radius:
Vertex/Vertices:
Co-Vertices:
Focus/Foci:
Equation of Directrix:
Equation of Asymptotes:
Any that don’t apply to the conic you are doing write “NA”.

Chapter 10

23. Use the binomial theorem to expand each binomial:

For each problem, find the probability for the five card hand.

24. P(2 aces and 3 other cards)25. P(3 face cards, an ace, and a two)

For each problem, find the probability of picking one card at a time.

26. P(Ace or a Spade)27. P(King or a Jack)

Chapter 12

For questions 28-29, write a rule for the nth term of the arithmetic sequence. Then find .

28. 2, 9, 16, 23, 30, …29.

For questions 30-31, write a rule for the nth term of the geometric sequence. Then find .

30. 4, 2, 1, 31.

HW#42: Mixed Review

Chapter 7

1.) Expand: 2.) Condense:

Solve

3.) 4.)

5.) Graph. Find the requested information below:

Parent: ______Shift: ______

Domain: ______, Range: ______
Equation of Asymptote: ______/

6.) Solve:

Chapter 8

7.) Simplify: 8.) Simplify:

9.) Simplify: 10.) Simplify:

11.) Solve: (LCD = )

Chapter 9:

12.) Put the circle in standard form
and name the center and radius:

______
Center: ______, Radius: ______/ 13.) Put the parabola in standard form and name the vertex and direction of opening:

______Vertex: ______
Direction of opening: ______
14.) Write the equation of the circle with center (5, -2) and radius . / 15.) Write the equation of the parabola with:
Vertex (-7, 2) and Focus (-3, 2). Leave in standard form.
16.) Put the ellipse in standard form
and provide the requested information:

Equation: ______
Center: ______
Vertices: ______
Co-Vertices: ______
Foci: ______/

Chapter 10:

17.) If one card is drawn from a standard deck of cards, find the probability of picking a diamond or a face card. / 18.) Five cards are drawn from a standard deck of 52 cards. What is: P(three jacks)
19.) Six cars have entered a race. If there are no ties, in how many different ways can 1st, 2nd, and 3rd place trophies be awarded? / 20.) Two card are drawn, one after the other with no replacement, from a standard deck of cards. Find the probability that you draw a queen and then a diamond.
21.) Expand: (3x – 2y)5

Chapter 12:

22.) Find the sum of the arithmetic series:
/ 23.) Find n of the given arithmetic series:
32, 24, 16, 8, 0, …. when
24.) Find n for the given sum:
/ 25.) Find the sum:

26.) Find the common ratio for the infinite geometric series if S = -4, / 27.) Find the infinite sum, if it exists:

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