hey friends
Good noon
Plz answer this question
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Answered by
5
good afternoon.
area of AOCB = πr²¢/360° = 22/7×7×7×90°/360
=> 22×7/4
=> 11×7/2 = 77/2 cm²
Area of this traingle DOC=1/2×4×7
=> 2×7 = 14cm
and area of sheded region = 77/2 -14
=> 77-28/2 = 49/2 = 24.5 cm² Answer
area of AOCB = πr²¢/360° = 22/7×7×7×90°/360
=> 22×7/4
=> 11×7/2 = 77/2 cm²
Area of this traingle DOC=1/2×4×7
=> 2×7 = 14cm
and area of sheded region = 77/2 -14
=> 77-28/2 = 49/2 = 24.5 cm² Answer
Anonymous:
hmm but my answer is correct i guess
Answered by
5
heya dear
here is your answer
Given,
OABC is a quadrant of a circle
and radius of circle = 7cm
1st lets find the area of sector
area of sector = {(pi) r^2 } / 4
( 22/7 × 7^2 ) / 4
(22 × 49) / (7×4 )
1078/28
38.5cm^2
now area of triangle = 1/2 × b × h
here base = 7cm ( radius of circle act as base)
height = 4cm
=> area = 1/2 × 7 × 4
=> 1/2 × 28
=> 14cm^2
therefore, area of remaining portion = area of sector - area of triangle
= 38.5 - 14
=24.5cm^2
i hope it helped you
here is your answer
Given,
OABC is a quadrant of a circle
and radius of circle = 7cm
1st lets find the area of sector
area of sector = {(pi) r^2 } / 4
( 22/7 × 7^2 ) / 4
(22 × 49) / (7×4 )
1078/28
38.5cm^2
now area of triangle = 1/2 × b × h
here base = 7cm ( radius of circle act as base)
height = 4cm
=> area = 1/2 × 7 × 4
=> 1/2 × 28
=> 14cm^2
therefore, area of remaining portion = area of sector - area of triangle
= 38.5 - 14
=24.5cm^2
i hope it helped you
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