Find the inner and outer circumference of the given figure. Also find the area between two circles.
14 cm
PO
7cm
Answers
Answer:
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Step-by-step explanation:
Given: Radius of inner circle =7 cm
Radius of outer circle =14 cm
Angle made by sector = 40 degree
Area of sector OAC = 40
--------- ×πr2
360
= 1. 22
--- ××. ------ × 7square. =68.44
9. 7
Area of sector OBD = 40
-------. ×πr2
360
1. 22
=-----××-----× 7square = 17.11
9. 7
Area of the small region ABDC
= Area of the small sector OAC – Area of the small sector OBD =(68.44−17.11)cm2
Area of shaded region ABDC= Area of outer circle − Area of inner circle − area of small region ABCD
Area of shaded region ABDC=π×14sqr−π×7sqr
−(68.44−17.11)cm2
Area of shaded region ABDC=410.484 cm2