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|dw:1430832452797:dw|
\(BC\) and \(CD\) are tangents. \(O\) is the centre . radius is \(10\). Find length of \(AB\)
Easy : \[AB = 10+10\sqrt{2}\]
how do u get that
|dw:1430832877510:dw|
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\(OC = 10\sqrt{2}\) : |dw:1430832947269:dw|
\(\triangle ABC\sim\triangle OED \) : |dw:1430833024217:dw|
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