Sir thank you very much for opening my understanding in this part of probability functions. The examples are loud and clear and much easier to follow through. You have really saved my life because tomorrow I will be writing my exams in statistics and probability.
Guide me also on how to find variance and standard deviation for discrete random variables. Then guide me again on how to find continuous random variables. I really want to understand the difference between these two random variables. I thank you sir once again. I wish you well in your life endeavours.
Sir thank you very much for opening my understanding in this part of probability functions. The examples are loud and clear and much easier to follow through. You have really saved my life because tomorrow I will be writing my exams in statistics and probability.
Way better than my maths teacher😂
🎉
man i wasted my time in youtube to my tomorrow exam and nobody helped me for hours in study , but you saved me in only 11m , Thanks Much !
cheers sir, it's been three years and this still works!
good one sir, you have explained this concept very well
Can’t believe this topic can be made this easy!!!!
You're my biggest hero of the decade so far dude
thanks for this, understood in 5 minutes compared to the long explanation my prof did.
Infact you do all. This is more powerful than face to face teaching
Please make videos on cumulative probabilities and pulleys
Guide me also on how to find variance and standard deviation for discrete random variables. Then guide me again on how to find continuous random variables. I really want to understand the difference between these two random variables. I thank you sir once again. I wish you well in your life endeavours.
Thank you very much. God bless you
Way better than my math teacher
Thanks a lot,very helpful
ahh this seems so much easier now! youre a lifesaver
Thanks to you. I'm capable of doing this now.
Thanx a lot, i am able to understand now.
Very nice clarify
I couldn't wrap my head around it, and you made it so easy... Thank you :)
very good explanation
awesome sir
Thank you very much, i understand now❤
Make me understand the distinction between discrete and continuous random variables. I will greatly appreciate your effort.
Thanks so much🤝
At about 0:49 you said the probability of mutually exclusive events adds up to one but that is meant to be 0
Thank you so much sir
I enjoyed this.
How do we find the mean with the k and x knowns in the formula?
Thanks, mate!
best directly onto sums: made it easy
Great one Sir 👌
Thank youuu😭❤️
thanks king
Awesome
Thanks alot
loved it
thank you
What if P(0
just x=1 and x=2
Wow!just wow
Can you please say “bottle of water” once 🤓