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Perimeter, , and Volume SOL 5.8b

Plane figure – any flat, closed .

Polygon – a closed plane figure composed of at least three line segments that do not cross.

Perimeter is the path or distance around any plan figure. It is a measure of .

- When you think perimeter, think of the word AROUND (1)

Examples of Perimeter: 1. A fence AROUND your house.

2. The blue tiles AROUND the classroom.

3. A border AROUND the bulletin board.

Area is the included within a plan figure. Area is measured by the number of units needed to cover a surface or plane figure.

- When you think area, think of the words COVER UP (2).

Examples of Area: 1. COVERING UP your yard with grass.

2. COVERING UP a wall with paint.

3. COVERING UP a bulletin board with paper.

Volume of a three-dimensional figure is a measure of capacity and is measured in cubic units.

- When you think volume, think of the words FILL UP (3).

Examples of Volume: 1. FILLING UP a box with presents.

2. FILLING UP an iPad cart with iPads.

3. FILLING UP a pencil box with supplies.

Finding Perimeter, Area, and Volume SOL 5.8a

Perimeter of any - To determine the perimeter of any polygon add (+) the of the sides. - Don’t forget to include the measurement label provided!

Examples: A square with 4 in. sides = 16 in.

A with length of 8 ft. and width of 2 ft. = 20 ft.

Area of a Square or Rectangle - To determine area, multiply the length of the base by the length of the height. - Don’t forget – area is labeled in square units, so you must include that in your measurement label!

Examples: A square with a side of 3 cm = 9 cm2

A rectangle with length of 10 mm and width of 4 mm = 40 mm2

Area of a Right - A right triangle has one right angle. - To determine area, multiply the base by the height, and then half (÷2) your answer. - Don’t forget – area is labeled in square units, so you must include that in your measurement labe!

Examples:

A right triangle with base of 6 yds and height of 2 yds = 6 yd2

Volume of a Rectangular or Cube - A rectangular prism or cube is a three-dimensional figure. - To determine volume, multiply the length by the width by the height. - Volume is labeled in cubic units so you must include that in your measurement label!

Examples:

A cube with sides of 5 m = 125 m3