Inside an equilateral \(\triangle ABC \) lies a point \(O\). It is known that \(\angle AOB=113^{\circ} \) and \(\angle BOC=123^{\circ} \). Find the angles of the triangle whose sides are equal to segments \(OA,OB,OC\).

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TopNewest@Rohit Camfar satwikmurarka@yahoo.com – Satwik Murarka · 4 months, 1 week ago

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– Rohit Camfar · 4 months ago

Ok you are invited you can join us now by going into your IdLog in to reply

@Rohit Camfar Can I join the RMO preparation team?I am also an RMO aspirant. – Satwik Murarka · 4 months, 1 week ago

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– Rohit Camfar · 4 months, 1 week ago

ok you can join us by giving your email.Log in to reply

The angle in their correct order are 64 , 53 , 63. – Rohit Camfar · 4 months, 2 weeks ago

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– Vilakshan Gupta · 4 months, 2 weeks ago

please explain the solutionLog in to reply

Calculate the rest angles yourself. – Rohit Camfar · 4 months, 2 weeks ago

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– Vilakshan Gupta · 4 months, 2 weeks ago

Thank You Rohit. U are really good in geometry.Are You Really 14? And it seems that u are an IMO aspirantLog in to reply

– Rohit Camfar · 4 months, 2 weeks ago

Yep, 'm an IMO aspirant, hoping for it but it is never going to be easy at all. If you too are an IMO aspirant then would you like to join our RMO / INMO prperation team at Slack.Log in to reply

– Vilakshan Gupta · 4 months, 2 weeks ago

Of Course, I would surely like to join your team .Please Invite me , my email id is- vilakshangupta2002@gmail.comLog in to reply

@Vilakshan Gupta @Satwik Murarka I would also like to join you guy's team. Here is the email imjabitg@gmail.com I had asked @Rohit Camfaron a different forum but he told that he is no more in the team and asked me to ask on this notice board. – Abhiyudya Kumari · 1 month, 4 weeks ago

Hi guysLog in to reply

– Rohit Camfar · 4 months, 1 week ago

You have been invited on the team. Check your email and join us.Log in to reply