3.1-3.3 review jeopardy!
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3.1-3.3 Review Jeopardy! . 3.1 $100. Name the property that is illustrated in each equation. ( – 4) 9 = 9 ( – 4). 3.1 $100 answer. (Order changed) Commutative Property of Multiplication. 3.1 $200. Simplify each expression. Justify each step. 29 + 37 + 1. 29 + 37 + 1. - PowerPoint PPT PresentationTRANSCRIPT
3.1-3.3 Review Jeopardy!
3.1 3.2 3.3
100 100 100200 200 200300 300 300400 400 400
500 500 500
3.1 $100 Name the property that is illustrated in each equation.
(–4) 9 = 9 (–4)
3.1 $100 answer(Order changed)
Commutative Property of Multiplication
3.1 $200 Simplify each expression. Justify
each step.
29 + 37 + 1
3.1 $200, answer29 + 37 + 1
=29 + 1 + 37 Commutative Property of Addition
= (29 + 1) + 37
= 30 + 37
Associative Property of Addition
= 67Add.
3.1 $300Simplify each expression. Justify each
step.
7 2 9
1 7
Current, 300, answer
7 Commutative Property of Multiplication
Associative Property of Multiplication
Multiply.
= (7 ) 2 9
1 7
=2 9= 1 2
9
1 7
2 9
3.1 $400
Write the product using the Distributive Property. Then solve.
5(58)
3.1 $400, answer5(58)
(5 60) - (5 2)
Rewrite 58 as a difference
300 - 10 = 290
Distributive Property and multiply
Subtract
5(60 - 2)
3.1 $500Write the product using the Distributive
Property. Then solve.
9(34)
3.1 $500, answer
9(34)
(9 30) + (9 4)
Rewrite 34 as a sum.
270 + 36 = 306
Distributive Property and multiply
Add.
9(30 + 4)
3.2 $100
Combine like terms:2x - 5x – 4y + 3
3.2 $100, answer
Identify like terms.
Combine coefficients:
2-5
2 + -5 = -3
2x - 5x – 4y + 3
-3x – 4y + 3
2x - 5x – 4y + 3
3.2 $200
Use the distributive property to simplify.
6(5 + n) – 2n
3.2 $200, answer
Distributive Property
Multiply.
6(5 + n) – 2n
30 + 6n – 2n
6(5) + 6(n) – 2n
30 + 4n Combine coefficients: 6 – 2 = 4.
Identify like terms.30 + 6n – 2n
3.2 $300
Simplify: 3(c - 7) – c
3.2 $300,answer
Distributive Property
Multiply.
3(c - 7) – c
3c - 21 – c
3(c) - 3(7) – c
2c - 21 Combine coefficients: 3 – 1 = 2.
Identify like terms.3c - 21 – c
3.2 $400
9d -7c – 4d – 2c
3.2 $400, answer
Identify like terms.
Combine coefficients: 9 – 4 = 5
-7 – 2 = -7 + (-2) = -9
9d - 7c – 4d – 2c
5d -9c
3.2 $500
Simplify: -9(r - 4) + r
3.2 $500, answer
-9(r - 4) + r-9r + 36 +r-8r +36
Distributive property
Combine like terms
3.3 $100
8x + 3x + 6 – 2 = 37
3.2 $100, answer
11x + 4 = 37 Combine like terms.
– 4 – 4 Since 4 is added to 11x, subtract 4 from both sides.11x = 33
x = 3
Since x is multiplied by 11, divide both sides by 11.
3311
11x11
=
8x + 3x + 6 – 2 = 37 Commutative Property of Addition
3.3 $200
-9x - 5 + 4x – 2 = 43
3.3 $200, answer-9x - 5 + 4x – 2 = 43
-9x +4x -5 -2=43-5x -7 =43
-5x=50
X= -10
Commutative Property
Combine like terms
Inverse operations
3.3 $300
3.3 $300, answer74
5n4
Change denominators to 1. Multiply both sides by 4.
74
–3 4
5n4
4 + = 4 ( ) ( )5n + 7 = –35n = -10
n=(-2)
Simplify using inverse operations to isolate the variable.
SAD MEG
+ = -3/4
3.3 $400
x 2
7x9
17 9
+ – =
3.3 $400, answer
23x = 46 x = 2
3.3 $500x 3
5x9
13 9 + - =1/3
3.3 $500, Answer
8x =16
X = 2