In questions 2 and 3 find the total area of the shape. OA = 2cm,OB = 3cm,OC = 5cm,OD = 3cm
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Answer:
OC is perpendicular on chord AB
∴OC bisects the chord AB
⇒AC=CB
Now,
AC+CB=AB
⇒AC+CB=8
⇒AC=
2
8
⇒4cm
△OCA is a right angled triangle
∴AO
2
=AC
2
+OC
2
⇒5
2
=4
2
+OC
2
⇒5
2
−4
2
=OC
2
⇒OC
2
=9
⇒OC=3
Since, OD is the radius of the circle
∴OA=OD=5cm
CD=OD−OC
⇒5−3=2cm
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