Unit 1
Unit 3
Unit 4
Unit 5
Empty Space
100

What is a reflection

A reflection places the points on the opposite side of the reflection line.

100

Find the answer

5/2*120

300

100

The temperature was very cold. Then the temperature doubled.
Then the temperature dropped by 20 degrees. Then the temperature increased by 60 degrees. The temperature is now 35 degrees. What was the starting temperature?

-2.5

100

3, 4, 12, 4, 2, 16, 7

How many different numbers are in the list?

6

100

This does not count in points


DOESN'T COUNT

200

What is a Rotation

A rotation turns the figure about to a point, its called the center of the rotation.

200

Find the value of the product mentally.

7⋅(1.7)

11.9

200

Jin ran twice as far as Dan. Dan ran 147 m farther than Aden. Aden ran 13 the distance that Noah ran. Noah ran 1200 m. How far did Jin run?

2720

200

A candle is burning. It starts out 15 inches long. After 2 hours, it is 12 inches long. After 4 hours, it is 9 inches long. When do you think the candle will burn out completely?

10 hours

300

What is a Translation

A translation slides a shape or object without turning it.

300

Write an equation for the line that passes through (3,7) and (6,7).

3/7-6/7

300

Twice a number plus 6 is 24. What is the number?

9

300

The graph shows the height vs. volume function of an unknown container. What shape could this container have?

A shape of a wine glass

400

If you turn a triangle 19 right and 180 left what would it degrees be


161


400

Find the value of the product mentally.

11⋅(32)

352

400

Solve the equation for x. 

-(6x−14)=6x−2

1=x

400

A soccer ball is a polyhedron with 8 black pentagonal faces and 17 white hexagonal faces. How many edges in total are on this polyhedron?

35

500

What would a triangle look like if you turned a triangle 120 right and 12 right and 90 left what would be the degree of the angle


42


500

Find the value of the product mentally.

16⋅(3.25)

16*(3.25)= 52

500

What is the answer to the equation of -4x=16

x=20

500

If the sphere has a volume of 42π cubic units, what is the height of the cylinder?

A volume of 131.94

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