Geometry Examples Positions and Angles

Students need the best teacher, so they need examples, because examples are the best teacher. All the examples here are fully worked out and detailed in real terms so that students can see and learn how some basic tools in math are made, how they work, and how to work with them. What tools though? Among those math tools, we have numbers, variables, expressions as equations, ratios and rates, lines, angles, triangles and circles, formulas, identities, theorems, laws, etc. And this book is about some geometry, and students will get to learn it through examples, of course. Some examples are repeated, with variations, of course, strategically so that students can learn those math tools, and increase their caliber efficiently as well as properly. This book is however, nothing but a bunch of examples until you get it powered. How to get it powered, and make it run and work for you? Just read it, and then, do the examples in your writing. And in particular, this book is about ANGLES, and explains how to work with angles doing geometry. Why angles though? In high school math or college math, doing problems in geometry, what do we usually get to find? They are probably angles. Doing such problems, of course, we often get to find amounts of objects as lengths or distances, areas, or volumes. Finding those however, we need to know how things are positioned, which means we want to know what angles or what kind of angles they have. For instance, we want to know what angles the line segments in a triangle have. Then, we can find the area of it or the length of a line segment in it. So we want to know what angles are, what they are about, and what to do with them. And that is what this book is about. So this book explains what angles are, how they work, and what to do with them, together with how to do it. So you are going to learn what angles are about and how angles work with triangles and circles. And you will get them through examples detailed so that your math can run not only nicely but fast enough, too. More information on the books can be found at: http://www.mathblack.com/BooksPrinted.htm