find the perimeter of each of the following shape take pi equal to 3.14
Answer - 132.80
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Area = 40m× 15m+ 22/7×½×20×20m²= 600m²+ 628.5m²
= 1128.5m²
Answered by
12
Perimeter Of Figure = 132.8 m
Explanation:
GIVEN
Length = 40 m
Breadth = 15 m
Diameter = 40 m
Radius = Diameter / 2 = 40 / 2 = 20 m
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TO FIND
Perimeter Of Figure
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We know that,
Perimeter Of Rectangle = 2 × ( Length + Breadth )
Perimeter Of Rectangle = 2 × ( 40 + 15 )
Perimeter Of Rectangle = 2 × 55
Perimeter Of Rectangle = 110
Perimeter Of Rectangle = 110 m
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We know that,
Perimeter Of Semicircle = π × r + 2 × r
Perimeter Of Semicircle = 3.14 × 20 + 2 × 20
Perimeter Of Semicircle = 62.8 + 40
Perimeter Of Semicircle = 102.8
Perimeter Of Semicircle = 102.8 m
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Now let's find the perimeter of figure
We know that,
Perimeter Of Figure = Perimeter Of Rectangle + Perimeter Of Semicircle - 80
Perimeter Of Figure = 110 + 102.8 - 80
Perimeter Of Figure = 212.8 - 80
Perimeter Of Figure = 132.8
Perimeter Of Figure = 132.8 m
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