Class 12th – Bayes Theorem Problem-1 | Probability | Tutorials Point

Bayes Theorem Problem 1
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Lecture By: Ms. Ridhi Arora, Tutorials Point India Private Limited

[novagames]

Watching this as 3rd year student of engineering 😂

[sadhvikreddy]

Tq but some mistake has been went
Draw defective from B but not from A

[PavanKumar-qogl]

Tqsm...ma'am it is very useful to every 12th standard students. actually, to understand this chapter is comparable to another chapters it is too difficult 😣 but after I learn the complete probability concept from this channel I felt now my standards on probability is perfect🤗😊

[aboveduality]

My answer, for the prob. of defective bolt being drawn from machine B, results 40.58%.

[aharinarayanan]

The way you teach and the example you chose is excellent. Please do more videos.

[yousseffatihi]

I almost get it, thank you. You've opened my vision to make more problems to understand.

[vinaykumarv.a]

these videos are most useful in dipmaths2 in engineering.THANKS

[rudra]

Hello you have written P(A/E2) in place of P(B/E2)

[ambrosiasociety]

understood the entire bay's therom by single problem, thanks alot maam

[meenakshinathan]

Where all other like P(E2/B) and P(E3/B)

[muskanpradhan]

Tommorw is my exam and this is very good vedio m wondering why I didn't get it earlier.

[bridgetngona]

wow l was given this question as a homework .Thank you have make my work more easier and l really understand .Keep up the good work an upload more videos there are very helpful

[kishanpandey]

A non confusing approach would have been to denote "defective bulbs" with a different symbol
(lets say d) and not A

[pruthviraj]

Mam some mistake is there please correct it defective of B is taken as p(b/e2) but you took p(a/e2) so please correct it mam

[zeeshanahmed]

Thank you very much to make me understand the concept.

[alixaprodev]

people forget to leave a like on such videos.

[jayshankarkumar]

There is no need of any other classes after watching yr videos

[onadiranbayonle]

Practice Question 3
Last year, a new business purchased 25 tablets, 25 laptops, and 50 desktops, all with three year warranties. The probability a tablet has had warranty work is four times the probability a desktop has had warranty work. The probability a laptop has had warranty work is twice the probability a desktop has had warranty work. Given that *10 computers have used the warranty, *
(a) If a computer is a laptop, what is the probability it has had warranty work?
(b) If a computer has had warranty work, what is the probability it was a laptop?
(c) If a computer has had warranty work, what is the probability it was a tablet?


Help me with this

[nishantjt]

Thank You ma'am Loved your way of teaching. ❤

[rohithmanivarma]

A, B, C Are different machines manufacturing bolts right? why you're comparing one with another?