Volume
Area
Surface Area
Algebraic Reasoning
Name that Property
100

A rectangular prism with height of 3 cm, length of 4 cm, and width of 5 cm.

60 cm cubed

100

A rectangle with length of 5 and width of 6

30 units squared

100

How do you find the surface area of and 3-dimensional shape?

Add up the area of every face on that shape.

100

What do I have to do to solve this equation for a

a + 3 = 5

Subtract 3 from each side

100

a + 0 = a

Additive Identity

200

A rectangular prism with height of 10 cm, length of 14 cm, and width of 5 cm.

700 cm cubed

200

A rectangle with length of 1.5 and width of 3.6

5.4

200

A rectangular prism with height of 3 cm, length of 4 cm, and width of 5 cm.

94 cm squared

200

What do I have to do to solve this equation for a

2a = 10

divide both sides by 2

200

10 x 1 = 10

Multiplicative Identity

300

A triangular prism with height of 3 cm, length of 4 cm, and width of 5 cm.

20 cm cubed

300

What is the formula for area of a triangle?

base x height divided by 2

or length x width divided by 2

300

When you draw a 3d figure in 2d to help find the surface area, you have created what?

A Net

300

What do I have to do to solve this equation for a

1/3b = 10

Multiply by 3 or divide both sides by 1/3

300

8 x 0 = 0

Zero Product Property

400

A triangular prism with height of 10 cm, length of 14 cm, and width of 5 cm.

350 cm cubed

400
What is the area of a triangle with a base of 10 and a height of 10

50 units squared

400

If this is one of the first 5 questions picked, reward yourself with a free 400 points.  If not, you get 0 points, but don't lose any.

?

400

Solve for x

25 = 10 + 5x

x = 3

400

a + b = b + a

Commative Property of Addition

500

A cylinder with a diameter of 10 and a height of 3?

V = Bh

V = Pi(r2)h

V = 3.14(52)3

235.5

500

What is the formula for area of a Trapezoid

1/2(b1 + b2)h

500

A rectangular prism with height of 10 cm, length of 4 cm, and width of 15 cm.

500 cm squared

500

Solve for x

1/2x + 5 = 95

x = 45

500

6 X 4 X 2 = 2 X 4 X 6

Associative Property of Multiplication