Scales
Perimeter and Area
Pythagorean Theorem
Midpoint and Distance
Surface Area and Volume
100

If a map has a scale factor of 1in = 5yards. How far is 3 inches

15 yards

100

Find the perimeter of a rectangle with a width of 3 inches and a length of 7 inches.

20 inches 

100

What is the only shape the Pythagorean Theorem works on? Be specific! 

Right Triangle

100

What do we use this formula for? 

To find the distance between 2 points. 

100

Is this a surface area or volume problem? 

Ella and Jake love to skateboard. They created a frame for the ramp and then covered it with wood.



They created this net to represent the area they needed to cover.

Surface Area 

200

What type of transformation is shown below?

reflection

200

Find the perimeter of a triangle with side lengths of 4, 7, and 8 inches.

19 inches

200

What is the longest side on a right triangle called? 

hypotenuse

200

What do we use this formal for? 

To find the midpoint between 2 points. 

200

Is this a surface area or volume problem? 

My mom built a new sandbox that is 3m long, 2m wide, and 1m high for my sister and me. How much sand will she need to fill the sandbox?

Volume 

300

What type of transformation is this?

Rotation

300

Find the area of a rectangle with a width of 7 ft and length of 10 ft.

70 ft2

300

What is the equation you would use solve for x? 

6+82= x2

300

Describe what B shows on the line segment. 

Midpoint 

300

Find the volume of a cube with edges that measure 5 inches.

125 in3

400

Describe the reflection. 

Reflection over the y-axis. 

400

Find the area of a triangle with base of 3ft and a height of 4 ft.

6ft2 

400

Solve for c. 

c=5cm

400

Find the midpoint between  (7, 1) and (−1, −1). 

(3, 0) 

400

Find the surface area of a rectangular prism.

250 units2

500

Describe the translation.

Up 2 units to the right 6 units 

(x,y)-> (x+2, y+6)

500

Find the area of a circle with a diameter of 12cm.

113.04 cm2

500

Solve for y. 

y = 8.9

500

On a map’s coordinate grid, Walt City is located at   (−1, −3) and Koshville is located at (4, 9). How long is the train’s route if it travels along a straight line from Walt City to Koshville? (One map unit equals one mile.)

13 miles
500

Find the surface area of this cylinder.

100.48 ft2

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