Arithmetic
Factors and Multiples
Divisibility
Order of Operations
Word Problems
100

The answer to the following: 54-28.

What is 26?

100

The first 2 multiples of 7.

What is 14 and 21?

100

Is 42 divisible by 3?

yes

100

The answer to 3 + 4 / 2.

What is 5?

100

The Math book has 1533 pages in the first part and 1488 pages in the answer section.  This is the total number of pages in the math book. 

What is 3021 pages?

200

The answer to the following 12 x 11.

What is 132?

200

4 and 8 is a Factor pair of _____

What is 32?

200

Which number is divisible by 2 and 4? 

2020

370 

4533

2020

200

The answer to 56 / (7 + 1).

What is 7?

200

Chris is buying some generators. The generators cost $12,000 each and she needs 11 of them. This is the total amount it will cost Chris. 

What is $132,000?

300

The answer to the following 8027 x 215.

What is 1,725,805?

300

The 10th Multiple of 9.

What is 90?

300

Is 3050 divisible by 5?

Yes

300

The answer to 88 / (24-13) x 12.

What is 96?

300

If Anthony is trying to organize her class of 20 students into rows for the class photo and each row is to have equal number of students. These are the possible arrangements he can have. 

What is 10 rows of 2, 4 rows of 5 students, 5 rows of 4 students, or one row of 20 students?

400

The answer to the following 4144 / 16.

What is 259?

400

All the factors of 120.

What are 

1, 2, 3, 4, 5, 6, 8, 10, 12, 15, 20, 24, 30, 40, 60, 120?

400

Which number is divisible by 6? 

3106 

124 

72144

72144

400

Place brackets to make true 12 x 4 + 2 - 12 = 60

12 x (4 + 2) - 12 = 60

400

There are 294 students waiting to buy lunch and there are 3 lines. Could each line have an equal number of students?

Yes, 3 rows of 98 students

500

The answer to the following 75383 / 14.

What is 5,384 remainder 7?

500

The LCM of 4 and 6.

What is 12?

500

Which number is divisible by 5 and 6? 

18000 

250 

375

What is 18,000?

500

Place brackets to make this true 17 - 8 x 2 + 6 x 11 - 5 = 37

17 - 8 x 2 + 6 x (11 - 5) = 37

500

Could 142 students be broken into volleyball teams with no one left out if each team needs 6 players?

no

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