Category 1 - Numbers
Category 2 - Algebra
Category 3 - Geom./Meas.
Category 4 - Data & Fin.Lit.
Computation
100
What is 54,082 in expanded notation?

(5 x 10,000) + (4 x 1,000) + (8 x 10) + (2 x 1)

100

What are the related facts to __ x 8 = 32

8 x __ = 32

32/8 = __

32/__ = 8

100

What is the name of a 5 sided polygon?

pentagon

100

Which two subjects do NOT match in these two graphs?

 

Math and Reading

100

4 x 7

28

200

Which models below show equivalent fractions?


Models A, C, and D

200

What multiplication sentence does this represent?


7x5=35

200

Tell the story about Gallon Land.

In Gallon Land, there were 4 queens. Each queen had a prince and a princess. Each prince and princess had 4 cats. Each cat drank 8 ounces of milk.

200


21

because, 13+15=28 and 28-7=21

200

8 x 7

56

300

Mya ate one half of her pizza. Jesse ate one third of his pizza. Who ate more pizza?

Mya

because 1/2 > 1/3 (halves are bigger pieces)

300

Vanessa made $42 babysitting this weekend. This is six times as much as she made last weekend. How much money did Vanessa make last weekend?

$7

because __ x 6=42, so 42/6=7

300

What are two other names for a square?

quadrilateral, parallelogram, rectangle, rhombus

300

When a bank lends someone money, what do they expect that person to do in the future?

Pay the money back with interest

300

60 x 7

420

400

Which place is worth ten times the amount of the 4 in the hundreds place?


the thousands place

400

Mamta made one dozen chocolate chip cookies, two dozen oatmeal cookies, and two dozen sugar cookies. She gave away 45 cookies to her friends. How many cookies does Mamta have left?

15 cookies

because 1+2+2=5 dozen x 12 per dozen=60 cookies-45=15 left

400

The left and right side of this trapezoid are congruent. The perimeter is 500 inches. What is the length of one of the missing sides?


57

Because 500-168-218=114 and 114/2=57

400

Find the amount below.<img data-fr-image-pasted="true" 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

$7.91

400

19 x 4

76

500

Name three even numbers that would fall between these two numbers.


11,376  11,378  11,380  11,382  11,384  11,386  11,390  11,392  11,394

500

What number sentence does this picture represent?


231-115=116

500

What is the area of the figure below?


49 square centimeters

because 7x5=35, 3x8=24, and 24+25=49 sq. cm

500

Keyah's number of chores will not fit in the pictograph. She completed 2 times as many chores as Dylan. How many more chores did Keyah do than Riley?

21

because 13x2=26 and 26-5=21

500

53 x 8

424