Prime factorization
Order of operations
Exponents
Perfect Square
Word Problems
100

What is the Prime factorization of 48?

24x3

100

9+92-9

81

100

Write 10x10x10x10x10 as an exponent and solve.

A. 10

B. 100000

100

Anything to the power of what, creates a perfect square? 

Anything to the power of 2. (?2)

100

A life size monopoly game board is a square with a side length of 11 yards. What is the area of the game board?

121 yards2

200

What is the prime factorization for 50?

52x2

200

9+42-5+7

27

200

Write 100x100x100x100 as an exponent and solve.

A.1004

B.100000000

200

Can the number 33 be a perfect square? If yes, Why

No it can't because no two of the same factors equal 33.

200

You make a total of 24 equal payments for a golf cart. You pay a total of $840. How much is each payment?

$35

300

What is the prime factorization for 66?

11x2x3

300

6+(8+4)-3

15

300

What is 154?

50625

300

Can the number 121 be a perfect square? If yes, Why?

A. Yes 

B. 112

300

A school lunch contains 12 chicken nuggets. 95  students buy the lunch. What is the total number of chicken nuggets served?

1140 chicken nuggets

400

What is the Prime factorization for 144?

24x32


400

(3+3)x(3+1)

24

400

What is 253?

15625

400

Can the number 24 be a perfect square? If yes, Why?

No it can not because no two of the same factors equal 24.

400

Marta needs to read 20 poems in 5 days for an English project. Each poem is 2 pages long. Write and evaluate an expression to find out how many pages you need to read each day.

8

500

What is the prime factorization for the number 475?

52x19

500

72-5(10-22)

19

500

What is 303?

27000

500

Can the number 4 be a perfect square? If yes, Why?

A. Yes

B. 22

500

A 301 foot high swing at an amusement park can take 64 people on each ride. A total of 8983 people ride the swing today. All the rides are full except for the last ride. How many rides are give? How many people are on the last ride?

A. 141 rides

B. 23 people

M
e
n
u