805enPolynomial Division can be used to find Taylor polynomials of rational functions easily and quickly. The polynomial division that does this trick is inverted in the sense that, instead of canceling out the leading terms at each step, one cancels out the trailing terms. Otherwise everything goes just like in the ordinary long division of polynomials. video lessonmathematicsdivisionTaylor polynomialsglobalLOMv1.2AtomicLOMv1.2Content with atomic or collection structureLOMv1.2FinalLOMv1.0authorBEGIN:VCARD N:Seppälä;Mika FN:Seppälä, Mika EMAIL;INTERNET:mika.k.seppala@gmail.com ORG:Helsinki University VERSION:3.0 END:VCARD2008/06/14mp442200http://gallery.mac.com/mika.seppala#100391LOMv1.2QuickTime 7.221:43LOMv1.2ExpositiveLOMv1.2LearnerLOMv1.2University First Cycle19-22LOMv1.2EasyMathtax3Algebra and Number Theory3.1Algebra3.1.3Functions3.1.3.4Rational