Download presentation

Presentation is loading. Please wait.

1
**1.7 Perimeter, Circumference, & Area**

WHAT’S IMPORTANT: --Be able to find the perimeter & area of common plane figures. --Be able to use a problem solving plan.

2
On the following slides, you will see the perimeter, circumference, and area formulas for some basic geometric shapes. We will use these formulas throughout the lesson. Perimeter & circumference use units such as centimeters (cm), meters (m), inches (in), feet (ft), yards (yd), & miles (mi). The measurements of area use units such as square centimeters (cm2), square inches (in2), & so on.

3
Text Text Text Text Text Text Text

4
38 in. 84 sq. in. 25.12 cm. 50.24 sq. cm. 200 mm 119 sq ft.

5
9.7 in 5.2 sq. in. 15.7 cm 19.63 sq. cm. 547.2 mm sq. ft.

6
**Example Find the perimeter & area of the rectangle shown**

P = 2x + 2y P = 2(13) + 2(4) P = P = 34 in. A = xy A = 13(4) A = 52 in2 4 in. 13 in.

7
**Example: The diameter of a circle is shown. find the radius**

Example: The diameter of a circle is shown. find the radius. then use that to find the circumference and area. r = (1/2)d r = (1/2)(14) r = 7in. C = 2∏r C = 2∏(7) C = 2(3.14)(7) C = in. A = ∏r2 A = (3.14)(72) A = (3.14)(49) = in2 14 in. F

8
Example Plot the Points & Find the area & perimeter of the triangle defined by D(1,2), E(6,2), & F(3,5) Plot the points. Draw the height from point F to the base DE. Label the point G Point G has the coordinates (3,2)

9
Cont. Example... To find the area, we need to find the lengths of the base (DE) & the height (FG) DE = = 5 FG = = 3 A = (1/2) A = (1/2)(5)(3) A = (1/2)(15) A = 7.5 sq. units

10
**Plot the Points & Find the area & perimeter of the triangle defined by D(1,2), E(6,2), & F(3,5)**

We need to find the lengths of all sides. We know the base is 5 units Now we must find the lengths of EF & DF.

11
**Plot the Points & Find the area & perimeter of the triangle defined by D(1,2), E(6,2), & F(3,5)**

Add to find the perimeter Perimeter = units

12
**find the area of the figure below**

Draw a horizontal line to separate the figure into 3 non-overlapping figures: a rectangle & 2 squares.

13
**Find each area by adding**

Area of the Rectangle A = bh A = (15)(5) A = 75 Area of the Square A = s 2 A = (5)2 A = 25 Add the areas A = A = 125 ft 2 Therefore the area of the figure is 125 ft 2.

Similar presentations

© 2023 SlidePlayer.com Inc.

All rights reserved.

To make this website work, we log user data and share it with processors. To use this website, you must agree to our Privacy Policy, including cookie policy.

Ads by Google