That's my property!
Just an estimate
What's the problem?
That's mental!
Mixed bag
100

38 + 0 = 38

Identity Property of Addition

100

58 + 62 = 

60 + 60 = 120

100

4,153 + 2,988 =

7,141

100

What is mental math?

Math you do in your head.

100

What does = mean?

"equals" or "the same as"

200

6,347 + 345 = 345 + 6,347

Commutative Property of Addition

200

99 + 25 = 

100 + 30 = 130

200

92,425 + 31,675 =

124,100

200

What are some mental math strategies we learned?

Break apart, counting on, compensation.

200

What are the four operations in math?

addition, subtraction, multiplication, and division
300

(35 + 72) + 98 = 35 + (72 + 98)

Associative Property of Addition 

300

4,613 + 3,211 =

5,000 + 3,000 = 8,000

300

41,542 - 32,411 = 

9,131

300

When I use the break apart strategy, how do you break the numbers apart?

You break them up by place value. 

300

Why do you round numbers?

to make them easier to use.

400

Use the Commutative Property to write this equation a different way:

 

36 + 98 = 134

98 + 36 = 134

400

32,788 + 68,222 = 

33,000 + 68,000 = 101,000

400

735,184 - 255,863 = 

479,321

400

What is compensation?

When you change the numbers to make the problem easier, but then have to "fix" your answer. 

400

Why do you estimate?

You estimate to make sure your answer is reasonable?

500

Give an example of the Identity Property of Addition. Then, explain it. 

Any number plus zero stays the same. 

500

Is this estimate correct?


212,999 + 32,333 = 

220,000 + 32,000 = 

No, you would round 212,999 to either 210,000 or 213,000.

500

The Nile River is 7,088 kilometers long. The Amazon River is 6,575 kilometers long. How much longer is the Nile?

513 kilometers

500

Norah had to add 99 + 166. She did this:

"Instead of 99, I will use 100. 

100+ 166 = 266."

What did she forget to do? What mental math strategy is this?

She forgot to subtract the 1 that she added to 99. The real answer is 265. She was trying to use compensation. 

500

Why should you set up your scrap paper neatly?

You can make mistakes if you try to do the math in your head or set it up sloppily.