Download Chapter 1 Review Game Card 1 – Properties 1. 3(1) = 3 2. 3(a + b

Chapter 1 Review Game Card 1 – Properties
State the property that is being illustrated. Use the word bank.
Associative Property of Addition
Commutative Property of Addition
Identity Property of Addition
Inverse Property of Multiplication
Closure Property of Multiplication
Distributive property
Associative Property of Multiplication
Commutative Property of Multiplication
Identity Property of Multiplication
Inverse Property of Addition
Closure Property of Addition
1. 3(1) = 3
2. 3(a + b) = 3a + 3b
3. 3 + 4 is a real number
4. 6 + 3 = 3 + 6
5. 4(¼ ) = 1
6. (2 • 3) • 4 = 2 •(3 • 4)
7. 8 + 0 = 8
8. 8 + (2 + 4) = 8 +(4 + 2)
Chapter 1 Review Game Card 2 – Order of Operations
Evaluate.
1. 50 - 24 • 3/4
2
2. 18 + 3 • 5 – (8 – 3)
3. (7 + 16y)/(4x) when x = ½ and y = 3 4. 5(7 – x) – x when x= -4
5. 4a3 + (4a)2, when a = -3
6. 23.11 – 3.22u when u = 1.23
7. -52 – 2
8. 12 – 2(4 + 3)2
Chapter 1 Review Game Card 3 – Solving Inequalities and Equations
1. Is x = 2.5 a solution of the inequality
5x – 4 < 3(x – 7)?
Solve.
2.
¼x > 40
3. –2y + 10 = 5y - 2
4. 6(2 – 4x) = 9 - (2 – x)
5. -6x – 3 < 9
6.
7. – ½x + 3 > -2
x – 1 < -2(2+x)
Chapter 1 Review Game Card 7 – Graphing Inequalities
Graph on the real number line.
1.
a<-5
4. w < 3 or w > 7
2. –3 < d < 2
3. -2 > b or b> 4
5. x = |3|
6. x < |5|
Chapter 1 Review Game Card 4 – Absolute Values
Solve.
1. |3x + 1 | = 10
2. |2x - 4|> 10
3. |2 – 4x| < 14
4. |x + 7| < 11
Chapter 1 Review Game Card 6 – Compound Inequalities
Solve.
1. –32 < 32k < 64
2. 7< h + 9 < 12
3. 4x + 1 > -5 or –3x >12
Chapter 1 Review Game Card 5– Literal Equations
Solve for the indicated variable.
1. T = 3xp, solve for p
2. Y = ½rt, solve for t
3. A = 7W + 2, solve for W.
4. 2am – 5m = 15, solve for m.
Answer Sheet – Chapter 1 Review Game
Name ______________
Card 1
1
2
3
4
5
6
7
8
Card 2
1
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4
5
6
7
8
Card 3
1
2
3
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7
Card 4
1
2
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4
Card 5
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Card 6
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Card 7
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Answer Sheet – Chapter 1 Review Game
Name ___KEY___________
Card 1
1 Ident Mult
2 Distributive
3 Closure Add
4 Comm Add
5 Inverse Mult
6 Assoc Mult
7 Inverse Add
8 Comm Add
Card 2
1 32
2 58
3 110
4 59
5 36
6 19.1494
7 -27
8 -86
Card 3
1 no
2 x>64
3 y = 12/7
4 x = 1/5
5 x> -2
6 x<-1
7 x< 40
Card 4
1 x = 3 or x = -11/3
2 x> 7 or x< -3
3 –3<x<4
4 –18 < x< 4
Card 5
1 T/(3x)
2(8y)/r
3 (a-2)/7
4 15/(2a – 5)
Card 6
1-1<k<2
2 –2<h<3
3 x<-4 or x>-3/2
Card 7
1.
2.
3.
4.
5.
6.