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| int(sqroot(r^2+(dr/d0)^2))d0 |
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| if lim:n to inf of an doesn't = 0 diverges. |
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| if series alternates, bn+1 less than bn for all n, and passes divergence test, series converges, conditionally... |
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| if int(1 to inf of f(x)dx) then sum an converges if f(n)=an. |
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| lim as n to inf of an/bn=c and c greater than 0 then an and bn both diverge or both converge. |
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| int(pi(rout)^2-pi(rin)^2) |
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| intF(x)dx~sum:f(x(bar)i)dx where dx=(b-a)/n and x(bar)i=(x(i-1)+xi)/2 |
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