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SUBSTITUTION III f(x)n ·f0(x) Graham S McDonald and Silvia C Dalla A selfcontained Tutorial Module for practising the integration of expressions of the form f(x)n ·f0(x), where n 6= −1 Table of contents Begin Tutorial c 04 gsmcdonald@salfordacuk.
Fae xn f. The last equality follows proposition 225(iii) Now we have established that lim n!1(f(x n)g(x n)) = LMfor all sequences which converge to c Apply Lemma 317 again (in the other direction), we get,. ³ µ Ñ · F Þ á ´ ¯ · ¯ V v ª è ¯ V v ª · F Þ á ¸ ) ä 8 · Å ¯ Ô ¨ Ê t Þ á ´ ¸ Ó t Â Í E · ^ ¢ u Þ á Û ¤ £ $ ¼ Û ¬ ¯ f u Ç ¸ C ½ Í ¸9GD Û ) Ð f u > > > > > > > > > > > > > > > > > 9 , 8 í Û Å A s. Wwwlockerscom Lockers Salsbury Industries.
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