Fraction Operations
Decimal Operations
Integers
Random
Word Problems
100

When adding and subtracting fractions, what must you need in order to solve?

A. Nothing. Add or subtract across.

B. Convert mixed numbers to fractions.

C. Common denominators

D. Common numerators

C

100

When adding and subtracting decimals, what's the most important thing to remember?

A. Add or subtract at your leisure

B. Line up the decimal

C. Line up the place value

D. Both B and C

D.

100

What is the opposite of 10?

-10
100

How would you represent this situation as an integer?

A falcon flies 500 feet into the air.

500 feet or +500
100

Melanie earns $12.50 per hour working at the grocery store. On Saturday, she worked for 5 hours. How much money does she earn on Saturday?

What equation can we set up to solve this problem?

12.50 x 5

200

When multiplying fractions, what's the strategy to solve?

A. Find common denominators and then multiply

B. Cross multiply

C. Multiply by the reciprocal of the divisor

D. Multiply across

D

200

When dividing decimals, what part of the division cannot have a decimal to solve?

A. Dividend

B. Divisor

C. Quotient

D. Decimals can be anywhere.

B.

200

Which of the following is NOT an example of an integer?

A. 5,900

B. -12

C. 0

D. 20 1/2 

D.

200

Create one equivalent fraction for 4/7

Answers will vary.

200

Daniel had $224.00 in his bank account before he wrote a check for $85.00. How much is in his account now? 

What equation would we use to solve this problem?

$224 - $85
300

When dividing fractions, what's the strategy to solve?

A. Divide across.

B. Multiply by the reciprocal of the divisor

C. Multiply by the reciprocal of the dividend

D. Multiply by the reciprocal of both the dividend and divisor

B

300

When multiplying decimals, how do you determine where to put the decimal in the product?

A. Line up the decimal in product

B. Make a lucky guess

C. Count the total number of decimal places in factors.

D. Get rid of the decimal in final answer.

C.

300

Mr. Parrino went to the bank and withdrew $500 from the bank. How would you represent this situation as an integer?

-500

300

How would you represent this situation as an integer?

A swimmer floats on the surface of the water

0

300

Rudy’s Quick Stop was selling gasoline for $1.71 per gallon. The Super 6 Gas Depot was selling gasoline for $1.69 per gallon. What was the difference in price per gallon between the two stations? 


What equation would we use to solve this problem?

$1.71 - $1.69

400

When multiplying or dividing mixed numbers, what must we do with the mixed number before we solve?

Convert to improper fractions

400

In the expression 56.78 - 4, under what digit would we put the 4 to subtract correctly?

A. 5

B. 6

C. 7

D. 8

B.

400

How can you tell a number's opposite? Explain. Be specific. 

Both the number and its opposite would be the same distance away from 0. 

400

Which is greater? -4 or -2? Explain.

-2 is greater because it is further right on the number line. As we shift to the right, numbers are increasing in value
400

Ms. Garcia is making vests for the school’s pep squad. She has a piece of fabric that is 1,238 centimeters long. Each vest needs 64 centimeters of fabric. How many vests can she make?

1,238 divided by 64

500

7  1/2   x   3  2/3

27  3/6 or 27  1/2

500

When you multiply 55.2 x 6.4 you get a product of 35328 without the decimal. Where would you put the decimal in the product for it to be correct?

A. 3.5328

B. 35.328

C. 353.28

D. 3532.8

C.

500

What is NOT true about integers?

A. They can be positive or negative in value

B. They do NOT include fractional parts

C. They do NOT include 0

D. They do NOT include decimal parts

C. Integers are positive, negative, or 0 without fractional or decimal parts.

500

Order from least to greatest

22, -20, -3, 1

-20, -3, 1, 22
500

Ms. Wilson plans to meditate for 180 days. So far, she has completed 2/3 of her goal. How many days has she meditated so far?


What equation would we use to solve?

2/3 x 180

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