review materi- als student guide advanced options: november 4,...

Review Materi-alsStudent GuideNovember 4, 2010

Exams Covered: BASELINE 2010: ALGEBRA I - August 2010 TeacherPeriod

Teacher:Period: Algebra 2 Honors / Period 4 {01}Student: Guilherme BenetteAdvanced Options:

Teachers: Diana e Carballo Periods: All

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.1 Benchmark MA.912.A.1.8:(Avg. 0%)Use the zero product property of real numbers in a variety of contexts to identify solutions to equations.

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.2 Benchmark MA.912.A.2.3:(Avg. 0%)Describe the concept of a function, use function notation, determine whether a given relation is a function,and link equations to functions.

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.3 Benchmark MA.912.A.3.1:(Avg. 0%)Solve linear equations in one variable that include simplifying algebraic expressions.

Reassessment Items

Teacher: Student: Guilherme Benette

1)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

2) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8

3) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8


4)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

5)

Solve for w

12 = 6

w

(a) 6 (c) 2

(b) 72 (d) 4


6)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

7)

1. Identify the constant in the following: 34x- 2

(a) 34 (c) 2

(b) x (d) - 2

8) Solve for a

ab -cd = 2q

(a)

2q - cd

b

(c)

b(2q + cd)

(b)

2q + cd

b

(d)

b(2q - cd)


9)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

10)

Solve for w

w = 3

4

(a) 7 (c) 1

(b) 12 (d) 6

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.3 Benchmark MA.912.A.3.3:(Avg. 0%)Solve literal equations for a specified variable.

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.3 Benchmark MA.912.A.3.5:(Avg. 0%)Symbolically represent and solve multi-step and real-world applications that involve linear equations andinequalities.


Reassessment Items

1) Solve for g

ag + b = d

(a) db -g (c)

d + b

a

(b)

d - b

a

(d) db + g

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.3 Benchmark MA.912.A.3.9:(Avg. 0%)Determine the slope, x-intercept, and y-intercept of a line given its graph, its equation, or two points on theline.

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.4 Benchmark MA.912.A.4.2:(Avg. 0%)Add, subtract, and multiply polynomials.

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.4 Benchmark MA.912.A.4.3:(Avg. 0%)Factor polynomial expressions.

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.4 Benchmark MA.912.A.4.4:(Avg. 0%)Divide polynomials by monomials and polynomials with various techniques, including synthetic division.

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.6 Benchmark MA.912.A.6.1:(Avg. 0%)Simplify radical expressions.



Teacher:Period: Algebra 2 Honors / Period 4 {01}Student: Jonathan BonetAdvanced Options:



FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.2 Benchmark MA.912.A.2.4:(Avg. 50%)Determine the domain and range of a relation.


Reassessment Items

Teacher: Student: Jonathan Bonet Page 2

1)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

2) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8

3) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8


4)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

5)

Solve for w

12 = 6

w

(a) 6 (c) 2

(b) 72 (d) 4


6)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

7)


(a) 34 (c) 2

(b) x (d) - 2

8) Solve for a

ab -cd = 2q

(a)

2q - cd

b

(c)

b(2q + cd)

(b)

2q + cd

b

(d)

b(2q - cd)


9)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

10)

Solve for w

w = 3

4

(a) 7 (c) 1

(b) 12 (d) 6




Reassessment Items

1) Solve for g

ag + b = d

(a) db -g (c)

d + b

a

(b)

d - b

a

(d) db + g



FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.6 Benchmark MA.912.A.6.2:(Avg. 0%)Add, subtract, multiply and divide radical expressions (square roots and higher).

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.10 Benchmark MA.912.A.10.1:(Avg. 0%)Use a variety of problem-solving strategies, such as drawing a diagram, making a chart, guessing- and-checking, solving a simpler problem, writing an equation, working backwards, and creating a table.

FLNGSSS–Mathematics (2007)–Discrete Mathematics–MA.912.D–MA.912.D.7 BenchmarkMA.912.D.7.1: (Avg. 0%)Perform set operations such as union and intersection, complement, and cross product.



Teacher:Period: Algebra 2 Honors / Period 4 {01}Student: Alejandra BravoAdvanced Options:



FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.2 Benchmark MA.912.A.2.13:(Avg. 0%)Solve real-world problems involving relations and functions.


Reassessment Items

Teacher: Student: Alejandra Bravo Page 2

1)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

2) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8

3) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8


4)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

5)

Solve for w

12 = 6

w

(a) 6 (c) 2

(b) 72 (d) 4


6)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

7)


(a) 34 (c) 2

(b) x (d) - 2

8) Solve for a

ab -cd = 2q

(a)

2q - cd

b

(c)

b(2q + cd)

(b)

2q + cd

b

(d)

b(2q - cd)


9)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

10)

Solve for w

w = 3

4

(a) 7 (c) 1

(b) 12 (d) 6




Reassessment Items

1) Solve for g

ag + b = d

(a) db -g (c)

d + b

a

(b)

d - b

a

(d) db + g




FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.10 Benchmark MA.912.A.10.1:(Avg. 0%)Use a variety of problem-solving strategies, such as drawing a diagram, making a chart, guessing- and-checking, solving a simpler problem, writing an equation, working backwards, and creating a table.




Teacher:Period: Algebra 2 Honors / Period 4 {01}Student: Sophia GuanagaAdvanced Options:





Reassessment Items

Teacher: Student: Sophia Guanaga Page 2

1)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

2) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8

3) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8


4)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

5)

Solve for w

12 = 6

w

(a) 6 (c) 2

(b) 72 (d) 4


6)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

7)


(a) 34 (c) 2

(b) x (d) - 2

8) Solve for a

ab -cd = 2q

(a)

2q - cd

b

(c)

b(2q + cd)

(b)

2q + cd

b

(d)

b(2q - cd)


9)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

10)

Solve for w

w = 3

4

(a) 7 (c) 1

(b) 12 (d) 6

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.3 Benchmark MA.912.A.3.4:(Avg. 0%)Solve and graph simple and compound inequalities in one variable and be able to justify each step in asolution.

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.3 Benchmark MA.912.A.3.8:(Avg. 0%)Graph a line given any of the following information: a table of values, the x- and y-intercepts, two points,the slope and a point, the equation of the line in slope-intercept form, standard form, or point-slope form.



FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.3 Benchmark MA.912.A.3.15:(Avg. 0%)Solve real-world problems involving systems of linear equations and inequalities in two and three variables.

Reassessment Items

1)

Specialty Furniture can produce a maximumof 400 tables and chairs each week. At least25 tables and 100 chairs must be producedeach week. The profit on each table is $350and the profit on each chair is $75. What isthe maximum profit that can be generatedweekly?

(a) $16,250 (c) $98,750

(b) $36,875 (d) $112,500



FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.5 Benchmark MA.912.A.5.4:(Avg. 0%)Solve algebraic proportions.



Teacher:Period: Algebra 2 Honors / Period 4 {01}Student: Nathalia GuerraAdvanced Options:




Reassessment Items

1)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

Teacher: Student: Nathalia Guerra Page 2

2) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8

3) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8

4)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5


5)

Solve for w

12 = 6

w

(a) 6 (c) 2

(b) 72 (d) 4

6)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

7)


(a) 34 (c) 2

(b) x (d) - 2


8) Solve for a

ab -cd = 2q

(a)

2q - cd

b

(c)

b(2q + cd)

(b)

2q + cd

b

(d)

b(2q - cd)

9)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3


10)

Solve for w

w = 3

4

(a) 7 (c) 1

(b) 12 (d) 6


Reassessment Items

1) Solve for g

ag + b = d

(a) db -g (c)

d + b

a

(b)

d - b

a

(d) db + g




FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.3 Benchmark MA.912.A.3.10:(Avg. 0%)Write an equation of a line given any of the following information: two points on the line, its slope and onepoint on the line, or its graph. Also, find an equation of a new line parallel to a given line, or perpendicularto a given line, through a given point on the new line.

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.4 Benchmark MA.912.A.4.1:(Avg. 0%)Simplify monomials and monomial expressions using the laws of integral exponents.






Teacher:Period: Algebra 2 Honors / Period 4 {01}Student: Angelica GuevaraAdvanced Options:





Reassessment Items

Teacher: Student: Angelica Guevara Page 2

1)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

2) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8

3) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8


4)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

5)

Solve for w

12 = 6

w

(a) 6 (c) 2

(b) 72 (d) 4


6)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

7)


(a) 34 (c) 2

(b) x (d) - 2

8) Solve for a

ab -cd = 2q

(a)

2q - cd

b

(c)

b(2q + cd)

(b)

2q + cd

b

(d)

b(2q - cd)


9)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

10)

Solve for w

w = 3

4

(a) 7 (c) 1

(b) 12 (d) 6

FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.3 Benchmark MA.912.A.3.2:(Avg. 0%)Identify and apply the distributive, associative, and commutative properties of real numbers and the propertiesof equality.

Reassessment Items


1)

solve for d

a = b + c

d

(a)

a

b + c

(c) a(b + c)

(b)

a

b - c

(d) a(b - c)

2)

Solve for k

3 (k + o) = be

5

(a)

5be - o3

(c)

3be + o

5

(b)

3be o

5

(d)

5be + o3


3)

1. Evaluate the expression when n = 7

3n + 5 n

(a) 8 (c) 22

(b) 19 (d) 33

4)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be + o

5

(b)

5be - o3

(d) 3be - o5

5) Solve for b

a - q = a + cb

(a)

q

c

(c)

2a - q

c

(b)

- q

c

(d)

2a + q

c


6) Solve for a

q = 1 (a + b) c

2

(a)

2qa b

(c)

2q + b

c

(b)

2q bc

(d)

2q - b

c

7)

Solve for k

3 (k + o) = be

5

(a)

5be - o3

(c)

3be + o

5

(b)

3be o

5

(d)

5be + o3


8) Solve for a

q = 1 (a + b) c2

(a)

2qa b

(c)

2q + b

c

(b)

2q bc

(d)

2q - b

c

9)

Solve for k

3 (k + o) = be

5

(a)

5be - o3

(c)

3be + o

5

(b)

3be o

5

(d)

5be + o3


10) Solve for a

q = 1 (a + b) c2

(a)

2qa b

(c)

2q + b

c

(b)

2q bc

(d)

2q - b

c




Reassessment Items


1) Solve for g

ag + b = d

(a) db -g (c)

d + b

a

(b)

d - b

a

(d) db + g






Teacher:Period: Algebra 2 Honors / Period 4 {01}Student: Graciela MartinezAdvanced Options:





Reassessment Items

Teacher: Student: Graciela Martinez Page 2

1)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

2) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8

3) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8


4)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

5)

Solve for w

12 = 6

w

(a) 6 (c) 2

(b) 72 (d) 4


6)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

7)


(a) 34 (c) 2

(b) x (d) - 2

8) Solve for a

ab -cd = 2q

(a)

2q - cd

b

(c)

b(2q + cd)

(b)

2q + cd

b

(d)

b(2q - cd)


9)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

10)

Solve for w

w = 3

4

(a) 7 (c) 1

(b) 12 (d) 6


Reassessment Items


1)

solve for d

a = b + c

d

(a)

a

b + c

(c) a(b + c)

(b)

a

b - c

(d) a(b - c)

2)

Solve for k

3 (k + o) = be

5

(a)

5be - o3

(c)

3be + o

5

(b)

3be o

5

(d)

5be + o3


3)


3n + 5 n

(a) 8 (c) 22

(b) 19 (d) 33

4)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be + o

5

(b)

5be - o3

(d) 3be - o5

5) Solve for b

a - q = a + cb

(a)

q

c

(c)

2a - q

c

(b)

- q

c

(d)

2a + q

c


6) Solve for a

q = 1 (a + b) c

2

(a)

2qa b

(c)

2q + b

c

(b)

2q bc

(d)

2q - b

c

7)

Solve for k

3 (k + o) = be

5

(a)

5be - o3

(c)

3be + o

5

(b)

3be o

5

(d)

5be + o3


8) Solve for a

q = 1 (a + b) c2

(a)

2qa b

(c)

2q + b

c

(b)

2q bc

(d)

2q - b

c

9)

Solve for k

3 (k + o) = be

5

(a)

5be - o3

(c)

3be + o

5

(b)

3be o

5

(d)

5be + o3


10) Solve for a

q = 1 (a + b) c2

(a)

2qa b

(c)

2q + b

c

(b)

2q bc

(d)

2q - b

c



Reassessment Items

1)


(a) $16,250 (c) $98,750

(b) $36,875 (d) $112,500



Teacher:Period: Algebra 2 Honors / Period 4 {01}Student: Giancarlo MoraAdvanced Options:






Reassessment Items

Teacher: Student: Giancarlo Mora Page 2

1)

solve for d

a = b + c

d

(a)

a

b + c

(c) a(b + c)

(b)

a

b - c

(d) a(b - c)

2)

Solve for k

3 (k + o) = be

5

(a)

5be - o3

(c)

3be + o

5

(b)

3be o

5

(d)

5be + o3


3)


3n + 5 n

(a) 8 (c) 22

(b) 19 (d) 33

4)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be + o

5

(b)

5be - o3

(d) 3be - o5

5) Solve for b

a - q = a + cb

(a)

q

c

(c)

2a - q

c

(b)

- q

c

(d)

2a + q

c


6) Solve for a

q = 1 (a + b) c

2

(a)

2qa b

(c)

2q + b

c

(b)

2q bc

(d)

2q - b

c

7)

Solve for k

3 (k + o) = be

5

(a)

5be - o3

(c)

3be + o

5

(b)

3be o

5

(d)

5be + o3


8) Solve for a

q = 1 (a + b) c2

(a)

2qa b

(c)

2q + b

c

(b)

2q bc

(d)

2q - b

c

9)

Solve for k

3 (k + o) = be

5

(a)

5be - o3

(c)

3be + o

5

(b)

3be o

5

(d)

5be + o3


10) Solve for a

q = 1 (a + b) c2

(a)

2qa b

(c)

2q + b

c

(b)

2q bc

(d)

2q - b

c





FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.7 Benchmark MA.912.A.7.1:(Avg. 0%)Graph quadratic equations with and without graphing technology.



Teacher:Period: Algebra 2 Honors / Period 4 {01}Student: Isabella PaezAdvanced Options:




Reassessment Items

1)

solve for d

a = b + c

d

(a)

a

b + c

(c) a(b + c)

(b)

a

b - c

(d) a(b - c)

Teacher: Student: Isabella Paez Page 2

2)

Solve for k

3 (k + o) = be

5

(a)

5be - o3

(c)

3be + o

5

(b)

3be o

5

(d)

5be + o3

3)


3n + 5 n

(a) 8 (c) 22

(b) 19 (d) 33


4)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be + o

5

(b)

5be - o3

(d) 3be - o5

5) Solve for b

a - q = a + cb

(a)

q

c

(c)

2a - q

c

(b)

- q

c

(d)

2a + q

c


6) Solve for a

q = 1 (a + b) c

2

(a)

2qa b

(c)

2q + b

c

(b)

2q bc

(d)

2q - b

c

7)

Solve for k

3 (k + o) = be

5

(a)

5be - o3

(c)

3be + o

5

(b)

3be o

5

(d)

5be + o3


8) Solve for a

q = 1 (a + b) c2

(a)

2qa b

(c)

2q + b

c

(b)

2q bc

(d)

2q - b

c

9)

Solve for k

3 (k + o) = be

5

(a)

5be - o3

(c)

3be + o

5

(b)

3be o

5

(d)

5be + o3


10) Solve for a

q = 1 (a + b) c2

(a)

2qa b

(c)

2q + b

c

(b)

2q bc

(d)

2q - b

c








FLNGSSS–Mathematics (2007)–Algebra–MA.912.A–MA.912.A.7 Benchmark MA.912.A.7.1:(Avg. 0%)Graph quadratic equations with and without graphing technology.




Teacher:Period: Algebra 2 Honors / Period 4 {01}Student: Daniel ValienteAdvanced Options:





Reassessment Items

Teacher: Student: Daniel Valiente Page 2

1)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

2) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8

3) Solve for w

w = 62

(a) 3 (c) 4

(b) 12 (d) 8


4)

Solve for k

3 (k + o) = be

5

(a)

55be o

5

(c)

5be- o

3

(b)

5be - o3

(d)

3be+ o

5

5)

Solve for w

12 = 6

w

(a) 6 (c) 2

(b) 72 (d) 4


6)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

7)


(a) 34 (c) 2

(b) x (d) - 2

8) Solve for a

ab -cd = 2q

(a)

2q - cd

b

(c)

b(2q + cd)

(b)

2q + cd

b

(d)

b(2q - cd)


9)

Solve for k

3 (k + o) = be

5

(a)

3be o

5

(c)

3be+ o

5

(b)

5be - o3

(d) 5be + o3

10)

Solve for w

w = 3

4

(a) 7 (c) 1

(b) 12 (d) 6




Reassessment Items

1) Solve for g

ag + b = d

(a) db -g (c)

d + b

a

(b)

d - b

a

(d) db + g


Reassessment Items

1)


(a) $16,250 (c) $98,750

(b) $36,875 (d) $112,500


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