If isosceles triangle abc ab=ac is inscribed in a circle and point p
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AD=252−72−−−−−−−√AD=252−72
=24
Let the radius be x
=> OD 24 - x
x2−(24−x)2=72x2−(24−x)2=72
=>x2−x2−576+48x=49=>x2−x2−576+48x=49
=>48x=625=>48x=625
=>x=625/48
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