November 14, 2024
008 – ALEVEL PURE MATHEMATICS| CURVE SKETCHING FOR RATIONAL FUNCTIONS| FOR SENIOR 5 & 6

008 – ALEVEL PURE MATHEMATICS| CURVE SKETCHING FOR RATIONAL FUNCTIONS| FOR SENIOR 5 & 6

Video by Rowa E-learning Platform via YouTube
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008 – ALEVEL PURE MATHEMATICS| CURVE SKETCHING FOR RATIONAL FUNCTIONS| FOR SENIOR 5 & 6

In this video, I take you through the entire topic of curve sketching for rational functions.
You will be able to learn how to sketch curves for:
-Rational functions with factorizable denominator and horizontal asymptote.
-Rational functions with factorizable denominator but no turning points.
-Rational functions with factorizable denominator and slanting asymptote.
-Rational functions which cannot lie in a certain range.
-Rational functions whose denominator cannot be factorized.
-Rational reciprocal functions.

Worked examples from U.A.C.E UNEB Question Bank have also been included in this video.
This video is suitable to A-level students in Senior Five and Six offering Principle Mathematics as part of their combination. E.g. (PCM, BCM, PEM, PMT, PMA, MEG, MET, MEF, MEA e.t.c.)

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