[Chapter 6] #4 Joint distribution of two continuous random variables

[@fasihz]

Very helpful, especially the limits part at end. Thank you!

[@heidivarnai1906]

so helpful! and so clear you saved me for test day!

[@menurashaveen9735]

Very helpful and understood every point clearly. Thank you

[@shailyroy]

Thanks for the clear explanation . but the repeatation of "ok" was really distracting. thank you

[@AthembileMtolo]

😂😂😂

[@linahamed8469]

I thought I was the only one lol😅

[@shaunlorenztan8129]

Note to self: 13 min recap, challenge of this topic: finding the bounds, dependnt on conditions given

[@juneli327]

Very clearly explained! Thanks

[@therealgoat3367]

Okay.... Okay.... Okay

[@sunnychauhan9636]

probability of saying 'okay' in a sentence i.e. P('okay') > 0.7 🤣🤣

[@chloechong940]

I would say that the P("okay") > 0.9 🤣🤣

[@ewalos2375]

Doo more valuable videos like this.thank you

[@ibrahimswaray7459]

Very very helpful

[@ナルト-c9s]

25:40 You mention that the bounds for x should be 0 to 3/2. But doesn't that only apply to the strip of area where y = 3/2? When y is from 0 to 3/2 the bounds would be x = 0 to x = y. And when y is from 3/2 to 3, the bounds would be x = 0 to x = 3 - y. I thought that was how u would do it. Why does what u did work?

[@aiasso8155]

Halo I have questions that need to be resolved

[@algorithmo134]

where are the exercises?

[@MuhammadAhmad-oz3rg]

Thanks

[@jatinsingh4193]

ok

[@thijs9663]

OK

[@gemechuderessa1596]

dont say ok ok ok

[@satyam-isical]

😂😂😂

[@fxmoney]

Will ruin folks

[@electrobrains]

Ok

[@thgphong8737]

ok

[@ZijieDeng-k3w]

ok

[@ezzyrush2253]

ok

[@AthyskTFM]

ok