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Perimeter and Area Perimeter – distance around a figure (one dimension) Measured using linear units (ft, in, m, cm, etc) Area – space taken up by a figure.

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Presentation on theme: "Perimeter and Area Perimeter – distance around a figure (one dimension) Measured using linear units (ft, in, m, cm, etc) Area – space taken up by a figure."— Presentation transcript:

1 Perimeter and Area Perimeter – distance around a figure (one dimension) Measured using linear units (ft, in, m, cm, etc) Area – space taken up by a figure (two dimensions) Measured using square units (ft2, in2, m2, cm2, etc)

2 Perimeter Perimeter = 10 + 8 + 10 + 8 = 36 ft
The distance around the outside of an object. 10 feet 8 feet 8 feet 10 feet Perimeter = 10 + 8 + 10 + 8 = 36 ft

3 Find the Perimeter 6 in 11 in Answer: = 34 in

4 Find the Perimeter 13 cm 10 cm 12 cm Answer: = 46 cm

5 Find the Perimeter Answer: 13 + 4 + 5 + 5 = 27 in 8 in 13 in 5 in 5 in

6 Find the Missing Sides of the Triangle
P = 12 x 3 x = 12 x + 7 = 12 x = 5 4

7 Find x if the shape is a rhombus:
x + x + x + x = 20 4x = 20 x = 5

8 Find x if the shape is an equilateral triangle
x + x + x = 27 x 3x = 27 x = 9

9 Find x if the shape is a rectangle
3 + x + 3 +x = 16 3 2x + 6 = 16 2x = 10 x = 5

10 Find x if the shape is an isosceles triangle
x + x +7 = 27 x x 2x +7 = 27 2x = 20 x = 10 7

11 Area of a Rectangle: L x W (length x width)
2 dimensional space covered by an object. Rectangle 4 sides opposite sides equal 4 right angles W 4 sides all sides equal right angles Square W L L Area of a Rectangle: L x W (length x width) Area of a Square: L x W (length x width) (Which is also S x S or S2)

12 Find the Area 6 in 11 in Answer: x 11 = 66 in2

13 Find the Area 4 in Answer: x 4 = 16 in2

14 Area of a Rectangle = L x W Area of Triangle = ½ (L x W)
Area - Triangle Consider a rectangle….. 2 dimensional space covered by an object. Consider a rectangle….. h W W h b L b L Area of a Rectangle = L x W Area of Triangle = ½ (L x W) Area of a Rectangle = L x W Area of Triangle = ½ L x W Area of Triangle = b·h or 𝑏·ℎ 2

15 Find the Area 3 cm Answer: 2 cm 1 2 (3)(2) = 3 cm2

16 Find the Area 13 cm 10 cm Answer: 12 cm 1 2 (10)(12) = 60 cm2

17 Find x 8 cm 5 cm Answer: Area = 20 cm2 1 2 5x = 20 cm2 5x = 40

18 Area – Parallelogram or Rhombus
4 sides Opposite sides equal Opposite sides parallel Rhombus – all sides equal h W b L Consider the rectangle….. Area of a Rectangle = L x W Area of Parallelogram or rhombus = b·h

19 Find the Area 7 cm 3 cm 5 cm Answer: (3)(5) = 15 cm2

20 Find the Area 9 cm 5 cm 7 cm Answer: (7)(5) = 35 cm2

21 Find the Missing Side A = 56 cm2 Answer: 7x = 56 cm2 x = 8 cm 9 cm x

22 Area - Trapezoid Area of Parallelogram = bh = (a+b) x h = h(a+b)
4 sides One set of parallel sides h b a Consider the parallelogram... Area of Parallelogram = bh = (a+b) x h = h(a+b) Area of Trapezoid = ·h·(a+b) or ℎ ·(𝑎+𝑏) 2 ·

23 Find the Area. = 1 2 (8)(10+2) = 1 2 (8)(12) = 48 in2 4 in 4 in 2 in
Answer: 8 in = (8)(10+2) = (8)(12) = 48 in2

24 Find x Area = = 1 2 (x)(8+6) = 35 in2 14x = 70 x = 5 3 in 3 in 6 in
Answer: x Area = = (x)(8+6) = 35 in2 14x = 70 x = 5

25 Finding Area of a Kite p q Area of a Kite = pq 2

26 Find the Area 8 cm p 10 cm Answer = 10 x 8 = 40 cm2 2


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