Lesson 7 Law of Total Probability

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Actuarialpath lesson on the Law of Total Probability. Lesson given by Bereket Kindo
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I need a "LOVE" button! This helped me tremendously! Really simplified it. Thank you, God bless you richly!

ltinsley
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This was a great job to keep everything simple and understandable. Keep up the fantastic work

AcSilvrz
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Oh my gosh! You are so much better than my professor

seungsinnkwak
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Wow Thank you so much for the clarifying all the sections up to bayes' rule.The text book complicates the whole thing you saved my life because I'm writing tomorrow. God Bless You

thobelasixpence
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Really appreciate the video, first video that has used an example that is simple enough to understand. Easily relatable. And the break down of the equation is often not found in other videos. Thanks again!

kamikaze
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Hey, you are AWESOME at teaching all of this. I've watched every video multiple times. I hope you hurry and make more of these for every exam! I am SO good at the problems in my ACTEX book now!

ABigDoggy
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Excellent explanation, you are a skilled teacher thank you!

Erock
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Very well explained!!! Thank you very much

sdr
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Good job. Nice, clear introductory video

okeuwechue
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Your videos are fantastic! God bless you Sir

Noor-skfl
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definately the ice breaker tutorial for students learning probability

solix
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Thanks so much!.
Finally my uncertainty has been cleared.

williamsoforiatta
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Awesome Video my professor talk about this for 1.5 hours and still did not prove this.
Thanks

volod
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Well, there are draws in football matches ya know. Great lectures though! I have exams on probability theory next week. This has been fantastic. Thanks man! From Ghana.

mrturnables
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im glad i viewed this video. awesome tutorial. thanks. the voice can be louder. i've amped it up in order to hear it in a comfortable volume.

clemiboi
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Great videos Sir. Btw, Do the lessons cover all of exam p syllabus or just part?

marybemile
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Thanks for the tree and a realistic example. Not this B1...BK nonsense.

curtismoxam
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Shouldn’t the last equation have probability of a intersection b on the left hand side. It assumes a has full information about b.

Damn-Age