THANK YOU SOOOOOOOOO MUCH! i did the first one myself and it went correct, did the first one based on all the things I learnt from your other videos! As I said before in an another vid, your a math's god!!
awesome video man, basically we are going to be having a test on conditional probability, but the our school hasn't provided us with text books with questions so that we can revise.... would you mind sending me some question? But once again thanks for the video it really helped me out :-)
Thankyou so much for this video! I've started on past exam questions revision and for the whole conditional probability I never quite understood when my teacher explained... but after watching this I feel much more confident and actually understand, esp the P(A/L) not P(L) part. Thankyou once again, this is going to make a huge difference in my end of year exam mark :)
Thankyou so much mate, my stats teacher goes to mymaths.com and just reads out of the notes :/ its awful. With your help I think I can clock an A; thanks again!! On a side note, Susan goes from going to work to going to school haha :P.
i have seen several methods in finding the conditional probability , by using the bayes theorem and tree method as illustrated or in which values(population) is assumed to find the probability, is it correct ? which is the best? ta
P(L|A) means the probability that Susan is late given that she took route A, whereas the question in part (ii) states that the given event is that she is late so |L is used not |A as you suggest.
THANK YOU SOOOOOOOOO MUCH! i did the first one myself and it went correct, did the first one based on all the things I learnt from your other videos! As I said before in an another vid, your a math's god!!
franciscojurado0 1 week ago
@franciscojurado0 well done
ExamSolutions 1 week ago
thanks!
giftowercom 3 months ago
you are my life saver :D
p6subhrap 4 months ago in playlist More videos from ExamSolutions
awesome video man, basically we are going to be having a test on conditional probability, but the our school hasn't provided us with text books with questions so that we can revise.... would you mind sending me some question? But once again thanks for the video it really helped me out :-)
1995a1995z 4 months ago
thank you so much. The video is very helpful!
daphniek1 6 months ago
@daphniek1 Cheers
ExamSolutions 6 months ago
Thankyou so much for this video! I've started on past exam questions revision and for the whole conditional probability I never quite understood when my teacher explained... but after watching this I feel much more confident and actually understand, esp the P(A/L) not P(L) part. Thankyou once again, this is going to make a huge difference in my end of year exam mark :)
SparkyChelada 7 months ago
@SparkyChelada Thanks for your comment. Pleased to know you are grasping this tricky topic. It's all in the notation as you said.
ExamSolutions 7 months ago
Thankyou so much mate, my stats teacher goes to mymaths.com and just reads out of the notes :/ its awful. With your help I think I can clock an A; thanks again!! On a side note, Susan goes from going to work to going to school haha :P.
4xEVERMORE 9 months ago
@4xEVERMORE That's ok. I made the question up as a dedication to my wife Susan who is a teacher.
ExamSolutions 9 months ago
Thank you for mentioning that the P(L) is wrong ... My teachers never mentioned it !
chocobelge4 9 months ago 4
@chocobelge4 Common and irritating mistake
ExamSolutions 9 months ago
Great video! Would it be okay if i wrote the probabilites as a fraction on the tree diagrams? for e.g. if i wrote p(A) = 3 over 10 ?
bollywoodmassive 9 months ago
@bollywoodmassive of course
ExamSolutions 9 months ago
@ExamSolutions silly question but was curious to know, thanks!
bollywoodmassive 9 months ago
Hi do you do tuition near central london ?
muhaimen123 10 months ago
@muhaimen123 Watford, Hertfordshire.
ExamSolutions 10 months ago
thanks for be nice and sharing
MrAlix777 10 months ago
Could you please please please do a video on 'Permutations and Combinations'?
It's the only topic I have left, then I'm finished w/ my A level studies.
MEGIDIOT 11 months ago
@MEGIDIOT Please read my homepage on my website where it says ActionAid and click on the link.
ExamSolutions 11 months ago
How do you multiplied it by yourself?
Ziaan06 1 year ago
Please be my teacher!!!!!!...Thank you sooooo sooooo sooo much
redrose11123 1 year ago
@redrose11123 Thank you for the complement.
ExamSolutions 1 year ago
thanks man!
jammy123ism 1 year ago
@jammy123ism Thanks for sharing
ExamSolutions 1 year ago
@ExamSolutions is that the Questions in the exams of A,s in january
jatras1234 1 year ago
I enjoy your lectures. You are gifted. Thanks for sharing.
alfatourist 1 year ago
@alfatourist Thank you
ExamSolutions 1 year ago
i have seen several methods in finding the conditional probability , by using the bayes theorem and tree method as illustrated or in which values(population) is assumed to find the probability, is it correct ? which is the best? ta
ComplicateProbabili 1 year ago
is susan going to work or school ?
ComplicateProbabili 1 year ago
Susan is going to work at school, she is a teacher. lol
ExamSolutions 1 year ago
:) .. anyway nice example and thanks f
ComplicateProbabili 1 year ago
This has been flagged as spam show
@ExamSolutions
) .. anyway nice example and thanks
ComplicateProbabili 1 year ago
This has been flagged as spam show
@ExamSolutions :) .. anyway nice example and thanks f
ComplicateProbabili 1 year ago
can you also use Bayes' Thm for part two? If so, wouldn't the numerator need to be multiplied by P(Route A)?
zowyadoinbeb 2 years ago
I did use Bayes Theorem. The numerator is P(A and L) which is P(A) x P(L|A)
ExamSolutions 2 years ago
Oh alright I get it, thanks
kikzor 2 years ago
Wouldn't it be P(A|L) on the tree diagram and P(L|A) used in (ii)?
kikzor 2 years ago
The tree diagram is correct.
P(L|A) means the probability that Susan is late given that she took route A, whereas the question in part (ii) states that the given event is that she is late so |L is used not |A as you suggest.
I hope that makes sense.
ExamSolutions 2 years ago