Algebra 2 - Chapter 1 Review Station 1
Naming Properties
Problems
Answers
1.
7+0=7
1. Additive identity
2.
2
=1
2. Multiplicative Inverse
3.
3+5=5+3
3. Commutative Property
4.
(3x)y = 3(xy)
4. Associative Property of Mult
5.
If x = 5 and 5 = y, then x = y
5. Transitive Property
Algebra 2 - Chapter 1 Review Station 2
Name the type of numbers
Problems
Answers
1.
12
1. N, W, Z, Q, R
2.
– 12
2. Z, Q, R
3.
√12
3. I, R
4.
0.5
4. Q, R
5.
√16
5. N, W, Z, Q, R
Algebra 2 - Chapter 1 Review Station 3
Write the algebraic expression
Problems
Answers
1. The difference of 3 and the product of 5 and x
1. 3 – 5x
2. Twice the sum of x and 10
2. 2(x + 10)
3. x less than 25
3. 25 – x
4. a number decreased by 8
4. x – 8
5. The quotient of 3 and a number
5.
Algebra 2 - Chapter 1 Review Station 4
Translate the following
Problems
Answers
1. The product of x and 5 is less than 7
1. 5x < 7
2. 11 more than x is no less than 43
2. x + 11 ≥ 43
3. The quotient of x and 3 is no more than 45
3. ≤ 45
4. A number squared is greater than or equal to 8
4. x2 ≥ 8
5. Three more than a number is more than 5
5. x + 3 > 5
Algebra 2 - Chapter 1 Review Station 5
Write an absolute value for the following
Problems
Answers
1. The weight of a bag of pasta is between 16.8 oz and 15.6 oz
1. | − 16.2| ≤ 0.6
2. The classroom temperature ranged between 62oF and 78oF
2. | − 70| ≤ 8
3. Snakes are less active when it’s less than 75oF or more than 90oF
3. | − 82.5| > 7.5
4. An Acura RDX costs between $35,270 and $43,420.
4. | − 39345| ≤ 4075
5. Concert tickets at Verizon Amphitheater ranged between $30 and $150 5. | − 90| ≤ 60
Algebra 2 - Chapter 1 Review Station 6
Solve for x
Problems
Answers
1. 2xy + 3z = 10w
1.
=
2. 4x – xy = 12
2.
=
3. xy + xz – yz = xzy
3.
=
4.
=
5.
=
=5
4.
5.
#
=4
or
=
−
=
+
!
!
#
$
or
Algebra 2 - Chapter 1 Review Station 7
Evaluate
Problems
1. y(yz – x)
Answers
when x = –6, y = –3, z = 5
1. 27
2. p + r(r + q) when p = 1, q = 2, r = 3
2. 16
3. y + z2 – x
when x = –5, y = –1, z = –3
3. 13
4. p2(mn – 3) when m = –2, n = –1, p = 3
4. –9
5. %ℎ − |% − 4ℎ|
5. –20
when h = 3, j = –2
Algebra 2 - Chapter 1 Review Station 8
Solve the inequality & graph
Problems
Answers
1. 2(1 – 4x) + 4(x + 8) < 7x – 2 – 6 + 3x
1. x > 3
2. –(5x – 4) – 5(–x + 2) > 1
2. No Solution
3. 4(–3 + 5x) + 2 ≥ 3(–8x – 6) + 8
3. x ≥ 0
4. 7 – 5(x – 5) > –5(x + 2) + 6
4. All Real Numbers
5. –6(2x + 7) < –2(6 + 3x)
5. x > –5
Algebra 2 - Chapter 1 Review Station 9
Solve for x
Problems
Answers
1. –4(x + 1) = –4x – 4
1. All Real Numbers
2.
= −2
2. x = –2.5
3. –5x + 8(x + 8) = 3(x + 3)
3. No Solution
4. –6x – 7(4 + x) = –4 – 8(–7x + 3)
4. x = 0
5. 8(–x + 3) + 4x = –3(x – 5)
5. x = 9
Algebra 2 - Chapter 1 Review Station 10
Solve & Graph
Problems
Answers
1. 10|9 − | + 6 > −4
1. All Real Numbers
2. 2|−4 − | − 1 > 1
2. x < –5 or x > –3
3. 9| − 9| + 3 < −51
3. No Solution
4. | + 6| + 10 > 25
4. x > 9 or x < –21
5. 4 − 5|−7 | < −66
5. x < –2 or x > 2
Algebra 2 - Chapter 1 Review Station 11
Solve
Problems
Answers
1. |7 + 2| = 0
1.
2. |9 − 9| = −81
2. No Solution
3. 9|−3 − 10| = 63
3.
4. −2|−9 + 9| = −18
4. x = 0, 2
5.
|
! |
=5
5.
= −(
(
=−
=
$
, −1
, −
Algebra 2 - Chapter 1 Review Station 12
Solve & Graph
Problems
Answers
1. 5 – x > x – 3 and –6x – 9 ≤3 + 6x
1. –1 ≤ x < 4
2. 3 + 3x < 3 – x < x + 7
2. –2 < x < 0
3. x – 5 ≥ 10x + 4 or 8x – 10 ≥3x – 10
3. x ≤ –1 or x ≥ 0
4. 9x + 9 ≥ 4x + 4 or x + 8 ≥ 2 + 4x
4. All Real Numbers
5. 9 + x < x + 3 or –8x – 5 < 7 – 10x
5. x < 6
Algebra 2 - Chapter 1 Review Station 13
Write an absolute value inequality for the graph shown
Problems
Answers
1.
1. | + 6| > 4
2.
2. | − 1| ≤ 7
3.
3. | − 5| > 11
4.
4. | + 1| ≤ 6
5.
5.| + 1.5| > 6.5