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Knowledge Expert
· commented
· 1 Months ago
With the help pf pythagorus theorum we can find the value of OB^2={(AO)^2-(AB)^2}
OB^2={X^2-(root3/x)^2}
OB=X/2
NOW, considering the triangle AOB
Taking angle(AOB) as "Theta"
Cos(angleAOB)=BO/AO=(X/2)/(X)=1/2
Cos(AngleAOB)=1/2
AngleAOB=60 degrees
The angle subtended by the chord on the centre of the circle(O) is AngleAOC
AngleAOC=2 X AngleAOB
AngleAOC=2 X 60degrees
AngleAOC=120 degrees
Keep solving, Keep learning
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