A Course of Pure Mathematics

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The second of these integrals is rationalised by the substitution t _ •which gives /■ iM ^ r du J (afi + fi) s'{y^ + 8) ~ j ,3 + (aS - l3y) tt2 ■ 16- 244 DERIVATIVES AND INTEGRALS [VI Finally, if we put ) ' where X = ap^ + ibp + c, fi = ao-b\ [This method of reduction is elegant but less straightforward than that explained in § 139.] 6.


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