February 5, 2012 – Students with a determined hate or indifference to math subject, particularly geometry, will likely ask themselves this popular question: how can it benefit me in real life? Geometry is not taught so that students will only have to learn about those stringent mathematical concepts. The most important benefit concerning learning geometry is not the knowledge about solving sines, cosines, equilateral triangle, parallelogram and the like. Most importantly, it is how geometry sharpens your mind that really matters most.
Specifically, what are some of the advantages that can be attain when you study geometry? Aside from the various information you learn, the following below are some of the most real-life relevant benefits.
o Geometry helps you differentiate two different geometric shapes and patterns from each other. On a higher level, the skills to identify and understand things through inductive and deductive reasoning can be possibly learned.
o The proper ways of constructing arguments (as well as refuting them) can be learned as well in geometry. Particularly in learning theories and constructing proofs, students can write sound proofs and valid counter arguments in the same way that logic and philosophy can.
o Geometry lessons are all about knowing and understanding concepts and well-accepted principles. The level of comprehension and critical thinking are guaranteed to be enhanced.
o Solving common problems like perimeter, circumference, area and volume is not only limited as a classroom activity – it is very much applicable in daily life when concerned.
o Understanding relationships between two different geometric objects will deepen one’s knowledge about the objects’ nature, characteristic and overall definition. Multiple opportunities for understanding abound in typical geometry class.
Aside from these advantages listed above, studying geometry will also helps students review their algebraic skills and concepts. That’s why, to better understand (and perhaps enjoy) the geometry subject, it would be very ideal that the student has an excellent background in algebra, as it has always been a relevant prerequisite.