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Methods of integration
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Revision as of 18:45, August 31, 2008
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18:45, August 31, 2008
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Line 78:
Line 78:
:<big><math>\int\frac{2x}{x^2+3}dx=\int\frac{1}{u}du</math></big>
:<big><math>\int\frac{2x}{x^2+3}dx=\int\frac{1}{u}du</math></big>
−
We can rewrite the
intergal
this way due to the subsitution of the x terms with the u terms.
+
We can rewrite the
integral
this way due to the subsitution of the x terms with the u terms.
−
Now we can solve the
intergral
in terms of u.
+
Now we can solve the
integral
in terms of u.
:<big><math>\int\frac{1}{u}du=ln|u|+c</math></big>
:<big><math>\int\frac{1}{u}du=ln|u|+c</math></big>
CSGuy
2,851
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