Afterwards I can use trigonometric substitution and finish the problem, which reduces to a very elegant and completely wrong answer.
2.
It is within this context that we may understand the development of means of solving quadratic equations by the aid of trigonometric substitution.
3.
Examples of calculations that should be done with a computer include arithmetical operations such as long division or integration techniques such as Trigonometric substitution.
4.
This particular proof may appear to beg the question, if the sine and cosine functions involved in the trigonometric substitution are regarded as being defined in relation to circles.
5.
*PM : A lecture on trigonometric integrals and trigonometric substitution, id = 7576-- WP guess : A lecture on trigonometric integrals and trigonometric substitution-- Status:
6.
*PM : A lecture on trigonometric integrals and trigonometric substitution, id = 7576-- WP guess : A lecture on trigonometric integrals and trigonometric substitution-- Status:
7.
:Drat, once again my impatience causes my edit to be lost . ( Closed window before seeing edit conflict . ) Anyway, trigonometric substitution is truly the correct choice.
8.
See " Trigonometric substitution " . ( And be sure to note that the a in that article's examples is not quite the same as the a in your problem . )-- talk ) 04 : 31, 5 March 2009 ( UTC)
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