Precise Pieces
Part of a Whole
Geo Fun
Order of Operations
Pinpoints
100

2.54 + 1.2

6.28

100

Convert 6/7 to a decimal. Round your answer to the nearest hundredth.

.86

100

Draw a rectangle. Label the sides with symbols for congruent sides and right angles. 


100

1 + 2 x 4 % 2 =

5

100

In the coordinates (3,2) which number is the x-value and which number is the y-value? What Quadrant would this coordinate point be graphed in?

x point = 3

y point = 2

Quadrant I (1)

200

8.9 - 4.57

4.33

200

2/3 x 4/5 = 

8/15

200

List all the definitions of this quadrilateral. 

parallelogram, quadrilateral, rectangle, rhombus, square

200

( 1 + 2 ) x 5

15

200

What is the name for the coordinate point (0,0)?

The origin

300

2.4 x 3.2 =

7.68

300

9/10 divided by 1/5 =


*Simplify your answer to a proper fraction or its simplest form.

4 1/2

300

What is the volume of this rectangular prism?

576 cm3

300

3+ 23 = 

17

300

Write down 4 coordinate pairs. Each coordinate pair should be in a different quadrant. Label what quadrant each pair would be. Remember, there are four quadrants. Label 

(+, +) Quadrant I (1)

( -, +) Quadrant II (2)

(-, - ) Quadrant III (3)

(+, - ) Quadrant IV (4)

400

1.92 divided by 1.2 = 

1.6

400

3/5 + 2/6 =


Leave your answer as a fraction in its simplest form.

14/15

400


24 green packages


4 purple packages

400

[ ( 3-1)2 + 4] x 5 =

40

400

Create and label a graph and its Axis' with the point (-2,4). Use your ruler to create straight lines.

Mr. Franx will check your graphs

500

2.2 + 3.14 x 2.5 - 5 = 

5.05

500

11/12 - 2/3 = 


Put your answer as a fraction in its simplest form.

1/4

500

An exotic fish is placed in a rectangular aquarium that has a length of 75 cm and a width of 35 cm. If the water level rises 2 cm when the fish is placed in the aquarium, what is the volume of the fish?

The volume of the fish is 5,250 cm3

500

[ ( 3 + 4)2 + 4 ] x 5 / (30 - 25)

2

500

Create a graph and label the axis' with the coordinate pair (2 1/2, -4).  Use your ruler to create straight lines.

Mr. Franx will check your response

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