UNSW Integration Bee 2024 #10

Some practice problems for YOU:
owlsmath.neocities.org/integr...
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[@javier_me2]

Great 👍🏽

[@owlsschoolofmath9732]

Hi Javier & thanks!

[@MikeT10101]

Nice job ; )

[@owlsschoolofmath9732]

Thanks Mike 😀😀😀

[@adandap]

Cool, though replacing ln with exp isn't required. Just u = 1-x then you get integrals of u ln(u) and ln(u) and you can either IBP or know the formula for Int(u^n ln(u)) = u^(n+1) (ln(u) - 1/n)

[@owlsschoolofmath9732]

Yep makes sense. Optional steps were done :)