About this document
Spring Mathematics Tournament Problems by Mustafa mızrak is a document available to read on EtoBox.
This document contains solutions to problems from a spring mathematics tournament in 1997. It summarizes 3 problems: 1) Problem 8.1 asks to find values of a real parameter m such that a given polynomial equation has exactly 3 distinct roots. The solution finds that m=3 satisfies the conditions. 2) Problem 8.2 involves finding the measure of an angle AOB given information about areas of triangles formed by points on the sides of triangle ABC. The solution finds the angle is 150° or 90° depending on a rati
- Author
- Mustafa mızrak
- Language
- EN