|
|
Subject:
Markov chain
Category: Science > Math Asked by: shel1977-ga List Price: $100.00 |
Posted:
24 Aug 2004 04:18 PDT
Expires: 23 Sep 2004 04:18 PDT Question ID: 391762 |
Company SAFE insures its clients on office space availability. Should a client has suffered a disaster i.e. fire, bomb alert, etc. SAFE provides them with office space facilities where they can relocate till their own offices become available. If client require space it said client send an ?invocation?. SAFE has 3000 seats available in London. Client A subscribed for 1000 seats, clients B, C, D and E subscribed for 250 seats each. Other 100 clients subscribed for 20 seats each. So total of 105 clients require 4000 seats if they all invoke simultaneously. SAFE operated for 6 months and had 10 invocations during this time. Each invocation was 10 days long on average. How to calculate the probability that SAFE has seats in reserve to support its customers? What is the probability of different customers to invoke and how does it affect the probability of seats being available? | |
| |
| |
|
|
There is no answer at this time. |
|
Subject:
Re: Markov chain
From: abcerra-ga on 24 Aug 2004 09:00 PDT |
Should we assume that a invocation can be done for any number of seats under contract for the client? or should the client make invocations only for the total? |
Subject:
Re: Markov chain
From: shel1977-ga on 24 Aug 2004 09:18 PDT |
Invocation is made for total number of seats specified in the contract |
If you feel that you have found inappropriate content, please let us know by emailing us at answers-support@google.com with the question ID listed above. Thank you. |
Search Google Answers for |
Google Home - Answers FAQ - Terms of Service - Privacy Policy |