Question 1

A rectangle has a length of

8 	ext{ cm}

and a width of

5 	ext{ cm}

. What is the area of this rectangle?

Accepted Answer

40 	ext{ cm}^{2}

Answer

40 	ext{ cm}^{2}

Answer

40 	ext{ cm}^{2}

Answer

40 	ext{ cm}^{2}

Question 2

To find the area of a rectangle with a length of

8 	ext{ cm}

and a width of

5 	ext{ cm}

, you should use the formula

A = l 	imes w

, resulting in an area of

40 	ext{ cm}^{2}

.

Accepted Answer

true

Answer

false

Question 3

A rectangle has a length of

8 	ext{ cm}

inches and a width of

5 	ext{ cm}

inches. What is the area of this rectangle in square inches?

Accepted Answer

40

Question 4

Match each geometric concept or calculation with its correct description to review what you know about 2D shapes and 3D figures.

Question 5

A student is calculating the total area of a composite figure made of two identical rectangles. Order the steps they should take from first to last to find the total area.

Question 6

Sort each item into the correct category based on the geometric measurement it describes.

Question 7

Arrange the steps for calculating the area of a rectangle in the correct logical order.

Accepted Answer

Identify dimensions,Multiply values,Calculate area,Square units

Question 8

Unscramble the letters to find the term for the amount of space inside a two-dimensional shape, which is measured in square units like

8 	ext{ cm}

.

Accepted Answer

AREA

Question 9

Before we begin finding the surface area of 3D shapes, let's review what we know about 2D shapes. Which of the following statements correctly describe the properties of a rectangle or the calculation of its area? (Select all that apply)

Question 10

A rectangular prism has a length of

8 	ext{ cm}

, a width of

5 	ext{ cm}

, and a height of

A = l 	imes w

. Which of the following statements correctly describes the faces of this prism?

Accepted Answer

The prism consists of

8 	ext{ cm}

pairs of identical rectangles with areas of

5 	ext{ cm}

,

A = l 	imes w

, and

40 	ext{ cm}^{2}

.

Answer

The total area of all faces can be found by adding

8 	ext{ cm}

.

Answer

The prism has

8 	ext{ cm}

edges and

5 	ext{ cm}

vertices, and all

A = l 	imes w

faces must be congruent.

Answer

The prism has

8 	ext{ cm}

faces, and the area of one face is

5 	ext{ cm}

.

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