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- ...putations yield that <cmath>\angle{RMN} = 180^\circ - \angle{BMO} - \angle{RMO} - \angle{AMN}</cmath> <cmath>= 180^\circ - b - k - a,</cmath> from <math>\ ...+ \angle{ONR} = a + k</math>, and <math>\angle{RMB} = \angle{OMB} + \angle{RMO} = b + k</math>, we have <cmath>\angle{CNR} + \angle{RMB} = a + k + b + k =5 KB (941 words) - 23:51, 18 November 2023
- ...rs qualify by scoring high on the [[Pre-Regional Mathematical Olympiad|Pre-RMO]], and high scorers move on to take the [[Indian National Mathematical Olym ...the problems are harder than the [[Pre-Regional Mathematical Olympiad|Pre-RMO]].2 KB (232 words) - 12:28, 9 December 2024