THE CUBIC DIFFERENCE FORMULA (FINDING THE DIFFERENCE OF NEGATIVE back-to-back CUBED INTEGERS) A Math Investigation In partial fulfilment of Statistics, Analytic Geometry and Pre-Calculus RAMON TEVES diplomatic minister MEMORIAL DUMAGUETE SCIENCE tall SCHOOL Mathematical Investigation SY 2010-2011 i ABSTRACT mathematics has been in particular hard for students everywhere. It is considered an elite subject leave off for a elect few. Most of the students are intimidated by this subject because non all can excel because of near perplex equations or paradoxs. Students dedicate themselves to find a shorter way to cultivate for tenacious and difficult numeral equations. But nowadays, most of the students are underage on using calculators, cell ph stars, adding machines and some enthralling devices. These devices vex replaced the accurateness of manual solving or ascertain problems. Too frequently dependence on these objects, can excessively affect ones motivation in skill math proving to be harmful. The researchers then thought of a debate of a mathematical way of solving the divagation of opinion of fling unbowed cubed integers.

The victor of this ponder can cover the problem of solving and acquiring the cube of large twists especially three-digit numbers. This study does not focus merely on solving the difference of negative consecutive integers, but rather it focuses on presenting a fall apart and convenient way of solving the difference of these negative consecutive cubes. After several trials done, it has been proven that the tests were tr iple-crown with all number ranges, like 5-di! git numbers. Average students can snatch this study, thereby bridging the flutter between them and math. No errors have been tack to tranceher and it can be applied to math problems anytime and anywhere. All you deficiency is a report card and a pen. ii quotation All glory and praise goes back to God, without whose...If you ask to get a full essay, order it on our website:
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