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Student Support Forum: 'Alternate Way to Calculate Integral?' topicStudent Support Forum > General > "Alternate Way to Calculate Integral?"

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small
12/27/04 12:54pm

Sorry about the empty notebook.

Here is the integral I referred to in the last post.

Integrate[(-2*a*r*((1-((x/c)^b))^(1/b))*Sqrt[1-(((r^2)*((1-((x/c)^b))^(-2/b)))/(a^2))]+Sqrt[(-(r^4))+((a^2)*(r^2)*((1-((x/c)^b))^(2/b)))]+(a^2)*((1-((x/c)^b))^(2/b))*ArcSin[Sqrt[1-(((r^2)*((1-((x/c)^b))^(-2/b)))/(a^2))]),{x,0,c}]

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Author Date Posted
Alternate Way to Calculate Integral? small 12/26/04 9:15pm
Alternate Way to Calculate Integral? small 12/27/04 12:54pm
Re: Alternate Way to Calculate Integral? yehuda ben-s... 12/28/04 02:32am
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