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102

Part of 2006 Today's Calculation Of Integral

Problems(1)

Today's calculation of integral 102

Source: Toyama Medical and Pharmaceutical University entrance exam 1986

6/5/2006
Let a,ba,b be costant numbers such that a2≥b.a^2\geq b. Find the following indefinite integrals. (1) I=∫dxx2+2ax+bI=\int \frac{dx}{x^2+2ax+b} (2) J=∫dx(x2+2ax+b)2J=\int \frac{dx}{(x^2+2ax+b)^2}
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