Probability Tossing Three Coins Tree Diagram At Least 2 Heads
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- เผยแพร่เมื่อ 7 ส.ค. 2024
- CORRECTION: Last option in Tree Diagram is HHH, corrected later while writing the values in the table.
However, there is a mistake in writing the solution of part c.
at the most 2 heads should have been 7/8
I should have included TTT (no Heads also)
Thanks
Draw a tree diagram to show results of tossing a coin three times.
a. What is the probability of getting 2 Heads
b. What is the probability of getting at least 2 Heads
c. What is the probability of getting at the most 2 Heads
/ @mathematicstutor
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The "at most 2 heads" part should consider also the case with 0 heads
Why??
@@slayerz2234 I think at most 2 H means any number of heads less or equal to 2. I think it should include the case 0 heads (TTT) together with H u HH
exactly it should be included
@@Davide-bl2wb
LOL - Mr AK did say that students get confused by these sorts of questions. Looks like Mr AK got totally confused himself. Well done to all those who spotted this error.
Thanks for creating this video AK, just goes to show we can all make mistakes with these weasel word questions.
Very,Very Helpful.Good stuff from the teacher👊🔥 Thank you!!
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Sir you're great. Very well explained! My teacher doesn't explained anything and directly jumped to the questions.
Same here. Btw where are you from? Are u a student or teacher?
Lol
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I think u wrote the wrong option at 2:57... It is supposed to be HHH.
Ya, corrected later while writing the values in the table.
However, there is a mistake in writing the solution of part c.
at the most 2 heads should have been 7/8
I should have included TTT (no Heads also)
Thanks
Sir good
Sir u should take for atmost part c probability will b 7/8
ye you wrote the wrong caption. You're doing a good job explaining to me. I'm in Canada and the studies just got harder in 2 weeks and this is helping me a lot thanks.
@@MathematicsTutor No problem sir.. loved the vid
in the case of at most we count (0,1,2) not more than 2 but fine with 0, so the answer should be 7/8.
Yes
yes
That's what I think too
I got HHH for the last one, but I get it now. I just hope that in my test, which is timed, I don't run into little mistakes because I have zero time available to look where my mistakes are :-(
Thank you so much ❤
Sir. wonderful explanation and very calm style of teaching. thank you so much.
Thanks for appreciation. Another related video: th-cam.com/video/vPpxiU6Be7Y/w-d-xo.html
excellent way of explaining !
Nice sharing
i wish for more
thanks coz u made my day
for the last question (what is the probability of getting at the most 2 heads), wouldn't 0 heads also be counted in that?
Really very helpful for biggners ... thnkuu sir.
Wow! I'm grateful. Thank you Sir
Thank you so much boss
Thankyou for explaining 👍👌🙏
well expalined thank you very much!
Thanks for nice and easy explanation
Thanks جزاك الله خيرا ❤
Thank you so much
Very helpful thank you teachers👍
Thank you sir
Good explanation sir
Thank you sir, i really learned a lot. it is simple yet easy to understand. thank you!😊
It is simple 'yet' easy to understand...😂
Thank you !!
Thanks for this video AK.
Woooow... Probability looks soooo simple... Have loved it... Thanks alot
Wow, soooo easy to understandable sir....tq so much...
Best of luck sir
Helps a lot
Good work 😊
Thank u 🙏
Very nice sir, it is so usefull and easy.😊
First time I am understand tree of throwing coin thanks sir....
Latest Video on Probability: th-cam.com/video/WhXd6t3IZHI/w-d-xo.html
Thanks
I like the way you teach us
Thanks. Here are few related examples: th-cam.com/video/FYQM10Fokms/w-d-xo.html
Thank you so much sir very helpful lecture...
thankyousomuch
Than you sir
very helpful thank you
excellent the way of teach......awesome .....thank you sir
Thanks. Here are related videos: th-cam.com/video/FYQM10Fokms/w-d-xo.html
thank you so much
It's very helpful
what kind of pretty teaching style
Thanks sir that's was easier
Thank you so much...I was so lost
Thank you Sir. U r way of teaching is simple and easy to understand!! Could u pls clarify my doubt in tree diagram of probability Sir? If three coins were tossed once separately how could be 4 pairs outcomes will come? ( actually 3pairs should come, isn't it?) Pls clear my doubt
really helpful sir, thankyou
Thanks. Check the playlist: th-cam.com/video/vPpxiU6Be7Y/w-d-xo.html
Thank you sir very nice question and teaching.
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Best video ever for probably. I am confident now to take my exam .
Thank you sir that is wonderful and i have a doubt on the when a coin is tossed twice.If the second throw results in a head,a die is thrown, otherwise a coin is tossed. That is my doubt sir if sir could explain on this.
Thanks
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thanks you sir
Thank you
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Thank u sir ❤️
You could also calculate the number of outcomes then find the number of different permutations.
sure.
Thankyou so much sir
Excellent explanation
Thnx a lot sir
❣️❣️❣️
Is me permutations ak formula lagega ya combination ka?
Perfect
Thank sir is tip ke liye 😁😁
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Sir very nice explanation
Thank u sir
Nothing mere than this. Thank you sir
I think Answer of c is wrong sir.It should be 7/8. Including TTT
yes
I agree
Thanks sir
Wow super sir
Congratulations for your good, clearly and understandable explanations.
My point of correction is at (c) since we are required to find the p(at most 2H) this means including outcomes of {0H, 1H and 2H} thus P(E)=(1+3+3)/8 = 7/8
Yes, that is correct and the CORRECTION has been given in the comments, Thanks
please do a part 2
other probability tree questions please
PLAYLIST: th-cam.com/video/vPpxiU6Be7Y/w-d-xo.html
Last one is HHH
Good trick sir.
it was easy to understand
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respect!!!
It helped me to understand my assignment
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Thanku sir
My boi anil got my BACK
Sir the probability of getting at most 2 head is7/8
YES
Exactly brother !!
Yes
How?
Good concentration!
Sir okka coin ni three times toss cheste possibilty 6 vastadhi kada sir
This is awesome I swear to God
I love U thanks 💓
What if no heads????
Hello sir,
can we solve all questions using combination.
Like 3c2/ 8 & 3c2+3c3 /8 & 3c1+ 3c2/8
Thank Yuh Sur🔥✨I really appreciate But I juz got HHH on da last one
What about the 2 heads ?
Zabardast
Thanks a lot. Dhanyawaad!