Correlation: Pearson's & Spearman's [IB Math AI SL/HL]

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This video covers two types of correlation: Pearson's & Spearman's. Part of the IB Mathematics Applications & Interpretation SL & HL course in Topic 4, Statistics & Probability.
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[@chobhamu1689]

LOL The "Woop" after 0.814, great vid cheers mate

[@aadiravichandran4280]

exam in like 8 hours twin ily

[@jealfzeniacastro9619]

Thank you so much. I finally understood the difference between the two. Continue creating very informative content. Again, thank you so much!

[@manishaguruprasad9612]

you probably finished ib... am I right..? good job if yes and if not -> GOOD LUCK! ;)

[@mathmustafa]

say hi to his dog at 8:23 :)

[@hafizsaid5099]

saya dah habis test tapi kenapa sekarang baru nak muncul 😢

[@tiffl]

thank you so much for this! most helpful vid out there

[@michaeldegraaf3260]

So well explained, thank you so much

[@sayantanghosh6714]

Helpful explanation.Thank you.

[@alejandragutierrezalvarado6031]

your videos are short, clear and super useful. thank you so much! u've saved me

[@zxearl]

Hello sir, can i ask when to use spearman or pearson correlation?
Thank you for reply

[@Yiran]

pearson's for hypothetically linear cases, spearman's for continuously correlative cases (not necessarily linear)

[@notanne2382]

damn thank you so much. math is driving me crazy

[@dahb2259]

how did he get 4.5

[@dewiebals]

since he had 2 similar numbers, he added them n divided them by 2 to get the midpoint

[@dewiebals]

its the same thing when you get 3 similar numbers but you divide em by 3

[@dewiebals]

oops i might’ve made a mistake, he added the ranks then divided them!!

[@dewiebals]

not the actual numbers, my apologies !

[@100ksubscribersbeforejune9]

He added the 4th and 5th ranks,,,,since the numbers were the same but ranked differently,he divided the ranks with 2 and got the value 4.5

[@archiethomsen8770]

chia

[@kahlaarabbani2907]

Whats the difference between 2 variable statistics and using the linear regression? Also is there a difference between the linear regression (mx+b) and (a+bx)?

[@manishaguruprasad9612]

I am not sure, but I know that mx+b is the one which is the form of (y=mx+c) the equation of the straight line.. I hope I am correct...:)

[@royalroamer1]

there is no difference

[@aninditak3760]

why arent these videos available on your website? like not even for gold membership? It would be very convenient if all the AA SLvideos are put together and are accessible

[@aninditak3760]

sorry I realise now this is AI not AA