What is the resolution of this exercise: Consider a queuing model with two attendants and a waiting position operating under steady-state conditions. Suppose that if a customer arrives and finds both agents busy and the waiting position unoccupied, then the customer will wait as long as necessary for service. If the customer finds both attendants busy and the waiting position also occupied, he leaves immediately. Customers access the system according to a Poisson process with a rate of 2 customers per hour and that service follows an exponential distribution with a mean of 1 hour. The proportion of customers who arrive at the system and will not be served is: a)2/5 b)1/8 c)2/3 d)2/7 e)1/6
Great explanation! As a french speaker, I love that your fun fact is how to "correctly" pronounce it but just proceed to butcher it again lmao. But good attempt. You definitely got the PWA right but the sson part is not "San". I can't really explain more
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Thank you!
This is exactly what was so confusing about exponential for me, that it was so similar but I couldn't properly separate it from the others!
Glad it helped!
You deserve WAY more subscribers.
You explained this concept perfectly. I hope this comment helps you in the algorithm so more people can see your content!
This channel is highly underrated!!!
your explanation is surprisingly clear! awesome!
This helped me while revising for my exams, thanks mate 😉
Thanks for the ‘lolz’ at the end! I really needed that...
Got any videos on the Gamma or other continuous functions?
Keep up the great work!
Thanks Rodolfo! I'm still working to understand gamma beyond just its formula, so that is something hopefully to come :)
Perfect, thanks!
That would be nice if you let us take a screen shot from the whole board at the end.
amazing video, thank Michael !
dude u explain maths in a cool way, thank you, this helped me a lot
Great video Michael! This was really helpful.
This is so concise and succinct. TY for this great video - will check out others of yours for sure!
This is great! Would love to see a video about the exponential distribution having no memory :)
Thank you so much for explaining these things smoothly, giving relevant examples, and finishing within such a short amount of time.
Great explanation. Just one suggestion, Next Please show your notes on board so we can take screenshot. :)
Thank you for explaining through a very logical fashion!
Very clear explanation. Thank you!
Michael, excellent explanation!
Great video! Congratulations!
Thanks a lot! Ur video helps me a lot to understanding mlret
This is well explained.
This is great, keep up the good work.
Very formative, thanks!
very helpful thank you
great explanation
well explained ! Thank you so much !
What is the resolution of this exercise:
Consider a queuing model with two attendants and a waiting position operating under steady-state conditions. Suppose that if a customer arrives and finds both agents busy and the waiting position unoccupied, then the customer will wait as long as necessary for service. If the customer finds both attendants busy and the waiting position also occupied, he leaves immediately.
Customers access the system according to a Poisson process with a rate of 2 customers per hour and that service follows an exponential distribution with a mean of 1 hour. The proportion of customers who arrive at the system and will not be served is:
a)2/5 b)1/8 c)2/3 d)2/7 e)1/6
Great vid!
Just an FYI, Poisson is pronounced "PWA-son"
Like how croissant is "C(r)WA-son(t)"
Or Eau du Toilet is "Eau du TWA-let"
Merci ;)
Great explanation! As a french speaker, I love that your fun fact is how to "correctly" pronounce it but just proceed to butcher it again lmao. But good attempt. You definitely got the PWA right but the sson part is not "San". I can't really explain more
I was gonna comment on this too but he did try to pronounce it correctly at the end so kudos to him
also at least it wasnt pronounced as "poison"
you are amazing , thank you
very well explained! thank you
Great video man)
thank you
Please can you show your whiteboard next time - great video!
i just want to ask when we use 人 as 1/人 and when we use 人 as direct 人.
thx
Thanks
you like Sheldon from BBT. Great video tho.
Nice
ਵਾਡੀਆ
Poisson means fish in french
The way you say poission wants me kill myself