Estimation
Addition
Subtraction
Properties
Word Problems
100

Estimate:

679 + 345 = 

700 + 300 = 1,000

100

Solve:

474 + 123 = a

a = 597

100

Solve:

89 - 22 = g

g = 67

100

What Property is represented below?

7 + 0 = 7

Identity Property of Addition

100

What is a variable?

A letter that represents an unknown number

200

Estimate:

1,898 - 987 = 

2,000 - 1,000 = 1,000

200

Solve:

1,976 + 4,868 = b 

b = 6,844

200

Solve:

834 - 123 = f

f = 711

200

What Property is represented below?

6 + 7 = 7 + 6

Commutative Property of Addition

200

What is the variable in this equation?

7,987 + b = 10,000

b is the variable

300

Estimate:

6,989 + 4,767 = 

7,000 + 5,000 = 12,000

300

Solve:

34,977 + 23,879 = c

c = 58,856

300

Solve:

34,000 - 23,987 = h 

h = 10,013

300

Fill in the blank:

89 + ____ = 89

0

300

Johnathan travels 4,879 miles to see his family.  Jack travels 8,789 miles to see his family.  How many more miles did Jack travel than Johnathan?

8,789 - 4,879 = m

m = 3,910 more miles

400

Estimate:

67,364 - 26,576 = 

70,000 - 30,000 = 40,000

400

Solve:

89,223 + 3,879 = d

d = 93,102

400

Solve:

56,098 - 34,999 = k

k= 21,099

400

What Property is represented below?

(1 + 2) + 3 = 1 + (2 + 3) 

Associative Property of Addition

400

In week one, Jackie sells 298 boxes of candy for a fundraiser.  In week two she sells 154 boxes.  Her sister sells a total of 498 boxes.  How many more boxes did her sister sell than Jackie?

298 + 154 = boxes of candy

b = 452 boxes of candy

498 - 452 = more boxes of candy

m = 46 more boxes of candy

500

Estimate: 

923,899 - 567,879 = 

900,000 - 600,000 = 300,000

500

Solve: 

123,799 + 345,863 = e

e = 469,662

500

Solve:

456,000 - 298,786 = m

m = 157,214

500

Fill in the blank:

56 + (12 + 87) = (56 + 12) + _____

87

500

Julie needs $900 to purchase a new scooter.  She has saved $234 from babysitting, and $376 from her birthday and the holidays.  How much more money does Julie need to purchase the scooter?

234 + 376 = p

p = $610 total saved

900 - 610 = s

s = $290 more to purchase the scooter

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