I was trying to understand these queuing topics from last two three days but was unable, but after watching your video its crystal clear now !! thankyou ma'am
@piyush thanks for comment. Can u please share these videos with your classmates and subscribe to my channel. Feel free to post your queries Regards Vaishali
If the number of arrivals in some time interval follows a Poisson distribution; show that the distribution of the time interval between successive arrivals is exponential. Mam please tell this question is of Arrival time or Inter arrival time.
Mam actually video no 2 is missing from the playlist so I'm not able to understand the next video without knowing the previous one ..... Will you please provide the lecture no 2 of this playlist .....its an request to you mam ......
@alok thanks Please subscribe to my channel and share my videos with your classmates and juniors. Probability of arrival at ∆ t is (lambda ∆t) Probability of no arrival at time ∆ t is ( 1-lambda ∆ t) Same u have to follow for other theorems
@yuvaraj Thanks for comment ji please subscribe my channel and share with your classmates. Will be posting pure death process theorem today. Regards vaishali
@harshdip Thanks for comment Sure will post theorem video tomorrow 👍. Please share my videos with ur classmates and subscribe my channel. Can I know ur enrolled in which course? Regards Vaishali.
@guddu thanks dear. Link of videos on queueing model: th-cam.com/play/PLdkTgdqMAkhrHuqAPKt4QNt2M4EYw8TKW.html Please subscribe to my channel and share my videos with friends and classmates. Regards Vaishali
@rajan Sure will post in two or three days. But can u share my videos with ur classmates and jouniors. If u r looking for any other topics in maths for next sem or present sem do post a comment. Regards Vaishali
@@onlinetutorialbyvaishali quening theory mam ,I am actually face difficulty in parametric linear programming and sensitivity analysis and your vdo help me lot but I want some book reference regarding this topic ,if u will provide PDF it will benefecial for all of us It is a humble request mam
@mukul I don't have pdf of those but I referred sd Sharma ( jo moti waali book hai) ( do books aati hai sd Sharma ki ) For preparation of those videos. K will tell you tomorrow I will make telegram channel
If the number of arrivals in some time interval follows a Poisson distribution; show that the distribution of the time interval between successive arrivals is exponential. Mam please tell this question is of Arrival time or Inter arrival time.
If the number of arrivals in some time interval follows a Poisson distribution; show that the distribution of the time interval between successive arrivals is exponential. Mam please tell this question is of Arrival time or Inter arrival time.
If the number of arrivals in some time interval follows a Poisson distribution; show that the distribution of the time interval between successive arrivals is exponential. Mam please tell this question is of Arrival time or Inter arrival time.
I was trying to understand these queuing topics from last two three days but was unable, but after watching your video its crystal clear now !! thankyou ma'am
@piyush thanks for comment.
Can u please share these videos with your classmates and subscribe to my channel.
Feel free to post your queries
Regards
Vaishali
@@onlinetutorialbyvaishali thankyou so much ma'am
The way u explained is Excellent madam. Mam we should assume the boundary condition otherwise we can get from the equation
Thank you so much maam you cleared everything 😊
Thanku mam yours explation way is so good.........,
Thank you ma'am, very well explained.
During corona Lockdown when we are away from our institutions, you all E-tutors are doing a really good job. 😊👍
If the number of arrivals in some time interval follows a Poisson distribution; show that the distribution of the time interval between successive arrivals is exponential.
Mam please tell this question is of Arrival time or Inter arrival time.
Mam actually video no 2 is missing from the playlist so I'm not able to understand the next video without knowing the previous one ..... Will you please provide the lecture no 2 of this playlist .....its an request to you mam ......
Nicely explained..👌
Nice explanation .
Well explained
Thanks 👍 Mam
One thing not clear why we take the probability of no arrival during time ∆t is (1 - lambda.t)?
@alok thanks
Please subscribe to my channel and share my videos with your classmates and juniors.
Probability of arrival at ∆ t is (lambda ∆t)
Probability of no arrival at time ∆ t is ( 1-lambda ∆ t)
Same u have to follow for other theorems
Pls koi 13:09 p jo mam n kha ki first derivative se pn't bngya vo kse ayaa😢
Madam how did you get the boundary conditions??
Mam muje ek quea ni mil ra
State and prove markovian property of inter arrival system?
Mam pls help me
Is Poisson distribution and probability distribution is same?
Thank you so much ma'am
Super ji🙌
@yuvaraj
Thanks for comment ji
please subscribe my channel and share with your classmates.
Will be posting pure death process theorem today.
Regards
vaishali
Mam why probability of no arrival is not 1-(lambda∆t+O(∆t)) instead of just 1-lambda∆t .
Thank you Mam ❤
Mam from which book you had made the notes?
S D sharma
mam aaap konse se book ko refer karti hai?
@shivam
Thanks for comment
Do share my videos with friends and classmates.
Sd sharma
basically mam apney bhi rattaa hi mara hai yeh problem
Thanks
Thanku mam
Mam please model pr bhi video upload kijiye
@harshdip
Thanks for comment
Sure will post theorem video tomorrow 👍.
Please share my videos with ur classmates and subscribe my channel.
Can I know ur enrolled in which course?
Regards
Vaishali.
can you please provide these notes?
Tx Madem g
@guddu thanks dear.
Link of videos on queueing model:
th-cam.com/play/PLdkTgdqMAkhrHuqAPKt4QNt2M4EYw8TKW.html
Please subscribe to my channel and share my videos with friends and classmates.
Regards
Vaishali
Mam exponential distribution of queing model video pllz
please maim pure death processes ka video
@rajan
Sure will post in two or three days.
But can u share my videos with ur classmates and jouniors.
If u r looking for any other topics in maths for next sem or present sem do post a comment.
Regards
Vaishali
😶ye kyu diya hain yaar itna hume padhne k liye pgl hi hogyi ...yaad karo ab isse😥😥😥😥😖🤒🤒🤒🤒🤕🤕🤕
Btw ...THANKS APNE SMJHAYA
Exactly one arrival and no arrival parts not satisfied, sorry but you didn't give the valid explanation about the probability of arrival
Mamm plzz can you tell some references
For topic you want
@@onlinetutorialbyvaishali quening theory mam ,I am actually face difficulty in parametric linear programming and sensitivity analysis and your vdo help me lot but I want some book reference regarding this topic ,if u will provide PDF it will benefecial for all of us
It is a humble request mam
@mukul I don't have pdf of those but I referred sd Sharma ( jo moti waali book hai) ( do books aati hai sd Sharma ki )
For preparation of those videos.
K will tell you tomorrow I will make telegram channel
Uss may agar book k chapter ki pdf banakar daaldungi
@@onlinetutorialbyvaishali it will be helpful thank you mam
okahhh!...
If the number of arrivals in some time interval follows a Poisson distribution; show that the distribution of the time interval between successive arrivals is exponential.
Mam please tell this question is of Arrival time or Inter arrival time.
If the number of arrivals in some time interval follows a Poisson distribution; show that the distribution of the time interval between successive arrivals is exponential.
Mam please tell this question is of Arrival time or Inter arrival time.
If the number of arrivals in some time interval follows a Poisson distribution; show that the distribution of the time interval between successive arrivals is exponential.
Mam please tell this question is of Arrival time or Inter arrival time.