In the given figure OABC is a rhombus whose vertices lie on circle of radius 10cm, then area of rhombus is (use √3=1.7)
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AREA of rhombus = (d× d') /2
d=BO=10
let PO=x
so, AP^2=100-X^2
AP^2=100-(10-X)^2
100-X^2=100-(10-X)^2
100-X^2=100-100-x^2+20x
x=4
AP^2=100-16=84
AP=√84
AC=d'=2√84
AREA=10√84
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