Order of Operations
Exponents
Decimals and Fractions
GCF and LCM
Integers
100
64÷4×2-6-9+2×1
What is 19
100
write 3x3x3x3 in exponential form
What is 3^4
100
At a restaurant, one small drink costs $1.15 and one large drink costs $1.75. A family buys three small drinks and two large drinks. Before tax, what is the total cost for the drinks at this restaurant?
What is $6.95
100
What is the least common multiple of 3 and 12?
What is 12
100
Which combination of electrical charges will result in 1 negative charge? A. 3 negative and 2 positive charges B. 2 negative and 2 positive charges C. 3 positive and 2 negative charges D. 4 positive and 4 negative charges
What is A. 3 negative and 2 positive charges
200
Which operation should be done first to find the correct value for the following expression? 18 + 5 x 4^2 ÷ 2 A. 18 + 5 B. 5 x 4 C. 4^2 D. 4 ÷ 2
What is C. 4^2
200
What is the value of the expression 8 x 10^3? A. 83 B. 824 C. 8000 D. 8003
What is C. 8000
200
Scott washed cars for 2 1/2  hours as a fundraiser. It took him 1/4 hour to wash one car. How many cars did Scott wash? A. 10 B. 8 C. 6 D. 5
What is A. 10
200
Which expression has the same value as the sum of 45 and 25? A. 14 + 10 B. 5(9 + 5) C. 9(5 + 5) D. 5(8) + 5(5)
What is B. 5(9 + 5)
200
The temperature in a city at 5:00 a.m. was 10°F below zero. By noon, the temperature had increased 15°. What was the temperature at noon? A. –5°F B. 5°F C. 25°F
What is B. 5°F
300
Solve: 88÷8-9-7+2×3+5
What is 6
300
A grocery store owner ordered six shipments of a soda product. Each shipment contained six cases and each case contained six packages. If each package contained six sodas, which expression represents the total number of sodas ordered? A. 6^2 B. 6^3 C. 6^4 D. 6^6
What is C. 6^4
300
What is the value of the expression 8.225 – 7.91? A. 0.315 B. 1.715 C. 7.434 D. 8.574
What is A. 0.315
300
Sandra brings cheese and crackers for lunch every 6 days, and Lily brings cheese and crackers every 8 days. If they both brought cheese and crackers today, how many days will it be before both girls bring cheese and crackers again? A. 12 B. 14 C. 16 D. 24
What is D. 24
300
Last month, Julie had credits of $24.50, $59.00, and $60.75 to her savings account. She had debits of $95.00 and $27.75 from her savings account. How much did the balance of her savings account change last month? A. increase of $267.00 B. decrease of $267.00 C. increase of $21.50 D. decrease of $21.50
What is C. increase of $21.50
400
Solve the following expression: 3×8×16÷8×9+1-9
What is 424
400
what is 3.5^3?
What is 42.875
400
Which expression represents 6 x 6 x 6 x 6 x 7 x 7 x 7 ? A. 6^4 x 7^3 B. 6^3 + 7^4 C. (6 x 4) + (7 x 2) D. (6 x 6 x 6 x 6) + (7 x 7 x 7)
What is A. 6^4 x 7^3
400
A store sells small picture frames in packages of 6 and large picture frames in packages of 2. Tony bought the least amount of packages possible with the same amount of each size. How many packages of large picture frames did Tony buy? A. 12 B. 6 C. 3 D. 2
What is B. 6
400
What number is the opposite of the number 0? A. the number -0 B. the number +0 C. The number 0 is its own opposite. D. The number 0 does not have an opposite.
What is D. The number 0 does not have an opposite.
500
Solve for the following expression: 9(2 + 3) x 10 ÷ 18 - 25
What is 0
500
What is (1/2)^4
What is 1/16
500
Movie tickets cost $7.50 for adults and $5.25 for children. Joseph paid $38.25 for tickets to the movie. Which combination of tickets for adults and children did Joseph purchase? A. 2 adults and 2 children B. 2 adults and 3 children C. 3 adults and 2 children D. 3 adults and 3 children
What is D. 3 adults and 3 children
500
Mr. Bender is putting his middle school band students into groups. There are 32 seventh graders and 40 eighth graders in the band. Each group will have the same number of seventh grade students. Each group will have the same number of eighth grade students. Every student will be in a group. What is the largest number of groups Mr. Bender can create? A. 2. B. 4 C. 8 D. 16
What is C. 8
500
What is the location of the opposite of -(-18) on the number line? A. 18 units to the right of zero B. 18 units to the left of zero C. 1/18 unit to the right of zero D. 1/18 unit to the left of zero
What is B. 18 units to the left of zero
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