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Algebra 2 Final Review. We will look at the Basic Algebra Skills you need and the tests you’ve taken throughout the year. 1. Solve: 4(x – 3) + x – 4 = 2(x + 2) – 4 b . c . d. 2. What is the solution of 7x – 2 = 3(2x + 5)? a. 1 b. 1 c. 3 d. 17.
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Algebra 2 Final Review We will look at the Basic Algebra Skills you need and the tests you’ve taken throughout the year.
2. What is the solution of 7x – 2 = 3(2x + 5)? a. 1 b. 1 c. 3 d. 17
3. Solve the inequality: 2x – 5 < 3x + 1 a. x > -1 b. x > 3 c. x > -6 d. x < 1
4. What are the factors of a3 – b3? (a – b)(a2 + ab + b2) b. (a + b)(a2 – ab + b2) c. (a – b)(a + b) d. (a2 – b2)(a + b)
5. Factor: 25x2 – 20x + 4 a. (5x + 2)(5x – 2) b. (5x – 2)2c. (25x – 4)(x – 1) d. (5x+ 2)2
6. Factor the following: 36x2 – 25y2 a. (36x + 25y)(36x – 25y) b. (x – y)(36x + 25y) c. (6x – 5y)(6x + 5y) d. (6x – 5y)(6x – 5y)
7. Factor the following: 8x3 – 64y3 a. (2x + y)(4x2 – 4xy + y2) b. (2x – 4y)(4x2 + 8xy + 16y2) c. x3 – y3 d. cannot be factored
8. Which is a factor of 3x3 + 3x2 – 18x ? a. (x + 2) b. (x + 3) c. (x – 3) d. (x – 1)
9. Find the solution for the equation by factoring: 4x2 – 12x = 0 a. x = 0 b. x = -3 c. x = 0 and x = 3 d. x = 0 and x = -3
10. The expression (xm)n is equal to… a. 2xmnb. xmnc. xm + nd. xm - n
11. In the expression 12y-3, the y-3 is the same as… a. (-y)(-y)(-y) b. c. d. -3y
12. Simplify: a. -x3y4 b. -5x2y4 c. -6x3y5 d. 9x2y4
13. • written with all positive exponents is: a. b. c. m3n2p4 d. m-3n-2p-4
14. (3x2y3)3 can be written as… a. 9x5y6 b. 27x6y9 c. 6x5y9 d. 27a5b6
15. (-2x-3y4)(-3x-5y) equals… a. -5x-8y4 b. 6x-8y5 c. x3y4 d. 6x-8y4
17. Simplify: b. c. d.
18. Simplify: 6x2y4 b. 6x2y8 c. 18x2y4 d. 18x2y4
19. Add: b. c. d.
20. Multiply: a. b. c. d.