Exponential Distribution | Simplest Way to Compute Probability
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- Опубликовано: 6 фев 2025
- For books, we may refer to these:
amzn.to/34YNs3W OR amzn.to/3x6ufcE
This video will explain the Exponential Distribution with several examples. The Memoryless property of this distribution also stated and explained.
Binomial Distribution: • Binomial Distribution
Poisson Distribution (Part 2): • Poisson Distribution
Poisson Distribution (Part 1): • Poisson Distribution S...
Geometric Distribution: • Geometric Distribution...
Negative Distribution: • Negative Binomial Dist...
Uniform Distribution: • Uniform Distribution
Exponential Distribution: • Exponential Distributi...
Normal Distribution: • Normal Distribution: H...
Best Playlist on the chapter Probability distribution. I will recommend everyone
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sir watching ur vidoe is enough to pass thank u so much
Awesome explanation sir
The Standard Deviation of an exponential distribution is equal to its mean Illustration 3.13: The average time a bank teller takes to serve a customer is 6 minutes.
The
service time follows an exponential probability distribution. Calculate the probability that:
a) A bank teller will take less than 2 minutes to complete the service.
b) A bank teller will take between 4 and 5 minutes to get the service.
e) A bank teller will take more than 10 minutes for the service.
Thank u so.... much sir 🤗for your easy explanations💯your videos are really helpful for me.
SIR THE EFFORT YOU PUT IN MAKING THE VIDEOS IS REALLY COMMENDABLE.
Many thanks... I hope you will share with others too so that all will learn the concept through the easiest manner..... Happy learning.
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You are great instructor.your explanation is very easy to understand.thanks 🙏🙏
My pleasure..... Keep watching and sharing with others.
sir in the last qn you assumed the condition xgreater thn 35000/xgreater than 20000 then in this case the stock will be still sufficient because we have stock of 35000.20000 are consumption for insufficent condition the consumption rate should be greater than stocks.
Nice sir.. ...you deserves most views...
Many thanks dear for watching
Sir literally you help me a lot ...not in reality but in virtuality..by medium of youtube...after seeing your video...i am able to give my exam of ..stats in bsc maths ...
Wow.... That's great
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Ok sir
thankyou sir the vedio it really helps in the neptel examination
Your way explanation is very good. Thank you very much sir .
Knowledge without practice it is like honey without practice, I'm tanzanian I love you my country ,I like to talk swahili
Dr. Sb thank you for that..
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Brilliant explanation
Sir , I am in the stage of rejuvenation of old days
Calculus etc for higher studies like actuary
I would like to learn every step very logically with more commercial example
Hope u understood my pain
Commercial example as
Too Helpful!!!!
Thanks!!!!
My pleasure .... Keep watching other video too
Your efforts are commendable sir ... This is really helping me alot😊😊
I have many doubts related to probability and distribution function topics please do provide a link to clear them all or the link of any statistics group if you have created to solve our doubts.
Thankyou so much sir 😊
sir, can you please provide links of videos which you refer to, e.g. at 11:26. Kindly invariably provide links to any videos which you refer to. This way it would help new subscriber like us to better understand the topic
thank you so much
Thank you so much sir 😊
Great explanation. Thank you so much
Many thanks
excellent, very much helpful. Thanks a lot.
Thanks for watching....browse other videos too for the easiest way...
Sir, the exponential distribution represents the time difference between two Poisson processes and asper Poisson's assumption that two events can't happen simultaneously. Then x=0 condition in the PDF formula of the exponential distribution is a violation of that condition. which is confusing things. Please help me by explaining this
?
Boss.....❤❤❤
Thank u sir✨
Very helpful 👍👍
Thank you sir
Most welcome... Kindly share with others too
Outstanding
thank you so much sir
thank you
sir memorylessness samajh nai aaya..please problem solve karne ke liye mat padhao ..concept clear karne ke liye padhao.. thank u for ur efforts.
Thank you 🙏 sir
really very helpful, thank you, sir, and please also upload a video on the normal, lognormal, gamma distributions
Uploaded .... normal distribution lecture
Thanks a lot sir
Welcome dear ... Keep watching and sharing with others
Which distribution m.g.f not use?
sir im from computer science,im still not able to grasp the concept of convergence in prob and convergence in distribution. can you plz tell me what is the basic approach how to crack any problem? i also see the video but when I solve from my side then I'm goes to zero.plz help sir
Watch the mcqs on convergence in probability available at playlist for more help... .. Hint is look about always mean and variance of given random variables
@@DrHarishGarg thank you sir
17:15 how can we come up with such a result?
10-9=1
because of memoryless property of exponential distribution.
@@DrHarishGarg ohh i get it , every continuous distribution function follows memoryless
No only exponential (for continuous) and geometric (for discrete)
Many thanks....
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What is mean by parameter?
The unknown distribution parameter
Why we take only F(3)
By definition of CDF
F(x) = P(X
@@DrHarishGarg yes sir but about F(1) and 2
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thanks
🥺pune University key liye yeh chalega
Ofcourse.... Why not.... Its work for all university 🙏.... This is a valid way to solve the question
Nice videos but I'd say you talk too fast and your works are rough plus you don't often show your steps to final answers... Like explaining it why it has to be the way it is.
excellent explanation sir.
Thanks for appreciation