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An urn contains 10 marbles: 5 red and 5 green. Let X denote number of red marbles out of 2 marbles drawn without replacement from an urn. Then P(X=1) is Pls solve it ,ans is 1/9
Sir in burnolee trials white & red ball case, if trials for non-replacement basis were upto 3 nos then it can be called Burnolee trails as because in those trials it is probable that in those 3 outcomes only red balls will come so the probability for white balls will remains same which is 5/8. But for more then 4 trials it is not feasible..Please clear my doubt sir
Kash app jaisa teacher humai bachpan sai hi milta ...tu koi math ki problem nhi hoti math mai....u r a excellent teacher of mathematics...
bahut gazab padhaya sir ji🙏🙏🙏🙏🙏
some teachers are so underrated like him.....easy to understand and neverbfelt boring
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👉👉Our Free & Paid Courses for GATE, CSIR-NET, IITJAM, UPSC Main & University Exam Mathematics are available on Application/Website.. 💐💐
Our Application link: play.google.com/store/apps/details?id=com.jaipal.vishwakarma
Webportal: jaipalvishwakarma.in/
Those student who fears from Probability and Binomial please watch this lecture.What an nmazing teacher.
This is , what I was finding out
Thank u so much sir....apne bhot help kiya....😊
Thank you sir ,make more videos on statistics
Wonderful viswakarma ji
Best video on bernoulli's trial
Helpful video sir...thanks alot
Supb sir badhu j samjay gau😇😊🥰
Great sir
Sir great lecture...it help me to understand whole concept
Yes
Yes babu
Right
Great respect from 🇵🇰 ❣️
Good work 👍 . I have done my presentation of this lecture 🤗.
You are Great Teacher.
Nice explanation 🙏🙏🙏
Very very Good explanation
Just awesome sir. U r great
Thank you so much sir... This lecture was easily understandable 🙏🙏
Superbbb❤❤❤ explanation just love it the way u teach sirr!!
Thanks sir for making videos of Stastics ...
Thanking you sir for very easily explanation 👌
Thank u so much sir very helpful video
Very helpful video
Bernoulli trials and distribution is binomial trails and distribution ?
You are too good sir
Thank you sir🙏
Guruji pranam
Wow🎉
Thanks ☺️👍👍
good lecture
Sir Please make more Videos.
Thank you so much sir.This video is very helpful for me.
Just lvd the Lecture...thnks a lotttt sir
sir is this concepts are similar to data science probability
Please keep helping us this way sir......it was very helpful.... thank you 🙏
Awsome🔥❤
Thank you sir.....
Great explanation sir
Great teacher.
GREAT EXPLANATION 👍 SIR.
Sir infinite sequence of Bernoulli trial yhi h kya
An urn contains 10 marbles: 5 red and 5 green. Let X denote number of red marbles out of 2 marbles drawn without replacement from an urn. Then P(X=1) is
Pls solve it ,ans is 1/9
Nice
You are amazing. You have explained it very well. LoL
The chance that a ship arrives safely at a port is 9/10. Find prob. that out of 5 ships expected exactly 4 will arrive safely..
Sir pls solve this🙏
Sir in burnolee trials white & red ball case, if trials for non-replacement basis were upto 3 nos then it can be called Burnolee trails as because in those trials it is probable that in those 3 outcomes only red balls will come so the probability for white balls will remains same which is 5/8. But for more then 4 trials it is not feasible..Please clear my doubt sir
Thanks sir
Thanku so much sir
You are realy a great teacher
is rolling die is also satisfy
Sir konsa book hai
Very well explanation sir.
Sir chapter 9 lecture 9.3 missing hai please upload kar dijiye
Sr MATLAB ky lectures bhi upload krean... please
Sr MATLAB ky lectures bhi upload krean... please
Tyrone Lodrick
🌹🥀🌹🥀🇵🇰🌹🥀🌹🥀love from Pakistan.
I am upsc aspirant done MSc and bed
Sir iska koi exemple de jise clear ho jaye
App ne bo formula ko derive ni kia
Thank you 😊 sir