geometry
multiplication/div
fractions
addition/sub
measurement
100

This shape has 4 sides.

What is quadrilateral?

100

4 x 9=

What is 36?

100


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

What is 3/4?

100

430 + 297=?

What is 727?

100

45 minutes after 6:00.

What is 6:45?

200

A polygon that is the same size and same shape.

What is congruent?

200

7 x (4 + 5) =

What is 63?

200
An equivalent fraction to 1/2.

1/2 = ?

What is 2/4,or,3/6, or 4/8...

200

826-347=

What is 479?

200

45 minutes later than 7:30.

What is 8:15?

300

A quadrilateral with exactly one set of parallel lines.

What is a trapezoid?
300

42 divided by 6

What is 7?

300

<, =, >

2/5 ___ 2/4

What is 2/5 < 2/4

300

240+689=

What is 929?

300

Jamie needed 483 mL of water for an experiment. She had filled up the container with 344 mL.  How much more water did she need?

What is 39 mL?

400

Lines that never cross.

What is parallel lines?

400

The product of 5 multiplied by 30

What is 150?

400
The equivalent whole number to 8/1

What is 8?

400

439-165=

What is 274?

400


What is 9:55

500

A quadrilateral with exactly 2 pairs of parallel and congruent sides.

What is a parallelogram?

500

The quotient of 35 divided by 5.

What is 7?

500

1/2, 1/8, 1/4, 1/3 in order from least to greatest.

What is 1/8,1/4,1/3,1/2 ?

500

The property that describes 8 + 4 = 4 + 8

What is communitive property?

500
The area of a rectangle with dimensions of 8 inches and 3 inches.

What is 24 inches squared?

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