The circles in the model represent positive and negative units. Which equation is true based on the model?
-6 + (-2) = -4
(-6) + 2 = 4
6 + (-2) = 4
(-6) + 2 = -4
Zach drew the following model to represent an equation. What equation is being modeled?
3 × 3 = 9
−3 × 2 = −6
3 × (−6) = −18
6 × 3 = 18
Maci had $400 in her bank account. She withdrew $120 and five days later received $80 for her birthday and deposited that into her bank account. How much money does she have in her bank account today? 400 - 120 + 80 =
$360
What equation is shown on the numberline?
-2 + (-8)
4(-2)
-2 divided by 4
0 - (-8)
Jeremy uses tiles to represent integers as shown. How would Jeremy represent 2(-4)?
F
The circles in the model represent positive and negative units. Which equation is true based on the model?
3 + 4 = 7
3 – 4 = 7
8 + 0 = 8
–3 + 4 = 1
What is the total number of points scored in the Beanbag Throw?
1
-7 - 2 =
-5
9
-9
5
What equation is represented by the model shown?
3 - 3 = 0
-3(3) = 6
3 - 6 = -3
-3 + 6 = 3
Simplify the expression –15 – (–12).
27
-27
3
-3
The circles in the model represent positive and negative units. Which equation is true based on the model?
0 – 3 = 7
7 – 10 = –3
–3 + 0 = 7
7 + 10 = 13
Hailey created a model using a number line to represent an equation. Which equation is represented by the model?
2 – 5 = 7
0 + 2 = –5
–5 – 0 = 2
–5 + 7 = 2
8 - (-6) =
14
Which expression best matches to model shown?
1(-8)
1(-16)
2(-8)
2 + (-8)
Mark is playing a math game. He chooses three cards. The value of each of his cards is shown. What is the sum of the values of Mark's three cards?
-4
Not here
-22
12
Sebastian has $275 in his bank account. He deposits $80 into his account on Tuesday, and then withdrew $110 from his account on Thursday. How much money is left in Sebastian's account?
$245
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