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BA/Social Science - Mathematics - Ashford University

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Geometry Tutorial

Euclid have you stumped? Archimedes run rings around your head? Well you've come to the right place. This is where you'll find almost everything you'll ever need to know about Geometry. We have a special page on constructions and plenty of sample problems to help you understand the concepts.

 

Affordable Training & Certifications

Geometry Class for High School (first semester)
This geometry course is designed for those students, young or old, who need a thorough course in Geometry. This online course is equivalent to the first semester of high school geometry. The class and its sequel, Geometry (second semester) will prepare you well for Algebra 2 and Precalculus. If you have already completed high school and need Precalculus or Calculus in college then this class will prepare you for the geometry and trigonometry topics included in those classes.

Geometry Class for High School (second semester)
Geometry Class for High School (second semester) is a continuation of my first semester geometry course. This course will present a good knowledge of Geometry which includes proving theorems, finding congruent polygons, calculating the areas and volumes of polygons and polyhedrons, solving for the parts of right triangles, finding the measurements of circles (arcs, sectors, chords, secants, tangents, central angles and inscribed angles), and understanding the use of algebra in analytical geometry.

 

Geometry

Basic geometry terms and help. Brought to you by Math League Multimedia.

 

Basic Geometry

In this tutorial we will be looking at basic concepts of geometry. This lesson is designed to get you familiar with the terminology used in some basic geometry problems. We will be looking at lines, angles, polygons, triangles, quadrilaterals, congruent figures, similar figures, parallel lines, and circles.

 

 

Geometry Basics

Projective geometry is concerned with incidences, that is, where elements such as lines planes and points either coincide or not. The diagram illustrates DESARGUES THEOREM, which says that if corresponding sides of two triangles meet in three points lying on a straight line, then corresponding vertices lie on three concurrent lines.

 

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