Select Page ## Geometry of circles and rectangles AMC 8 2014 problem 20

What are we learning ? Competency in Focus: Geometry of circles and rectangles This problem from American Mathematics contest (AMC 8, 2014) will help us to learn more about geometry of circles and rectangles. First look at the knowledge graph. Next understand the... ## Number theory AMC 8 2014 Problem Number 23

What are we learning ? Competency in Focus: Number theory This problem from American Mathematics contest (AMC 8, 2014) is based on basic knowledge about prime numbers and simple logical reasoning and number theory . First look at the knowledge graph. Next understand... ## Calculating the median of observations AMC 8 2014 Problem 24

What are we learning ? Competency in Focus: Calculating the median of even number of observations  This problem from American Mathematics contest (AMC 8, 2014) is based on maximising median of even number of observations. First look at the knowledge graph. Next... ## Geometry of circles in AMC 8 2014 problem 25

What are we learning ? Competency in Focus:Geometry of circles. This problem from American Mathematics contest (AMC 8, 2014) is based on simple counting of semicircles. First look at the knowledge graph. Next understand the problem A straight one-mile stretch of... ## Beautiful problems from Coordinate Geometry

The following problems are collected from a variety of Math Olympiads and mathematics contests like I.S.I. and C.M.I. Entrances. They can be solved using elementary coordinate geometry and a bit of ingenuity. The equation $$x^2 y – 3xy + 2y = 3$$... ## Menalaus Theorem in AMC 8 2019

What are we learning ? Competency in Focus: Menalaus’s Theorem This problem from American Mathematics contest (AMC 8, 2019) will help us to learn more about Menalaus’s Theorem.  First look at the knowledge graph. Next understand the problem In triangle...