find the area of the shaded region with the help of the given figure
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find BC (PYTHAGORUS THEORAM )
FIND AREA OF SEMICIRCLE CIRCLE
THEN OTHER 2 SEMI CIRCLE
SUBTRACT IT WITH SMALLER ONE BY ONE
FIND AREA OF SEMICIRCLE CIRCLE
THEN OTHER 2 SEMI CIRCLE
SUBTRACT IT WITH SMALLER ONE BY ONE
Answered by
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here's your answer
area of shaded portion=
(area of triangle ABC +area of semicircle AB + area of semicircle AC )-area of semicircle BC
=(6+3.5325+6.28)-9.8125
=15.8125-9.8125
=6sq.cm
THEREFORE,
area of shaded portion=
(area of triangle ABC +area of semicircle AB + area of semicircle AC )-area of semicircle BC
=(6+3.5325+6.28)-9.8125
=15.8125-9.8125
=6sq.cm
THEREFORE,
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