6. In the figure, seg CD is a diameter.
m(arc BXC) = 2x® and
m(arc BYD) = 3xº
Find (1) m(arc BCD) (2) m(arc BYD) (3) m(arc CDB)
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We have O as the centre of circle
join OA
we know that line segment joining the centre to the midpoint of the chord is perpendicular to the chord
Now, OE⊥AB
we have, Let,OC=xcm=OA(radiiofthecircle)andOE=OC−EC=(x−3)cmInΔOEAOA2=OE2+AE2⇒x2=(x−3)2+42⇒x=625⇒x=4.16cm
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