2024 MIT Integration Bee - Quarterfinals

[@vaishalis7899]

I'm shocked to see the very first question being from last year's JEE Mains paper

[@vin99995]

mains copied itvfrom somewhere else

[@MRX-ws9us]

@@vin99995 it is in cengage illustration 7.44

[@maxz8807]

24:00 oooh, some judge drama I see ;)

[@maxz8807]

Well, my new favourite for this year (Brandon, aka bucket-hat man) is advancing, which is good... but he seems to have to face of with my favorite from last year, luke... conflicted as to who I will be supporting haha

[@enfiniitee]

Chirag falor 😊 those who know ☠️

[@Alterx758]

🌚☠️

[@zenuko6043]

Doesn't matter he was only in top 5 in integration bee only, most of the Chinese students are better than us and it's the fact, accept it or not cause none of the people over there care about his advance rank right now

[@Alterx758]

@@zenuko6043 can't argue with that

[@enfiniitee]

@@Alterx758 xd

[@Colded-h1m]

Agreed sir ​@@zenuko6043

[@andresberrios6759]

How do You solve the matrix integral??

[@jj344444]

its just the determinant of the matrix, after you calculate that you should have a rather easy expression to integrate via anti-derivative

[@1stlullaby484]

It's not a matrix 😑😑😑

[@1stlullaby484]

It's determinant

[@rando_guy]

nice :D

[@issa3898]

How do you solve the intégral floor sinx, floor cos x , ... ?

[@AhmedYacineSOUALEM]

divide 2 pi into four intervals each interval will result in a number then u integrate a constant function

[@jeeaspirant7210]

Use substitution 2π-x then u will get something like this [a ] + [-a] = -1.... Hope u know this property...

[@dhruvpathak7314]

Did anyone hear Mazarin aagya in the end

[@ilovezsig]

Orz

[@avnish_itar]

58:00 solved easy class 12 problem