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a)Total available bandwidth = 1 Mbps = 1000 KbpsEach user requires send data at the rate of = 500 kbpsAs it is circuit switched network we have to dedicate the bandwidthSo the link may support = 1000/ 500 = 2 users
b)Each user is active for 10% of time.We assume total N number of users can be accommodatedSo total data that may be produced by all users when using simultaneously = 500N kbpsBut each user is active for 10% of time so at any given time the maximum demand for bandwidthwould be = 50N kbpsSo we have50N = 1000Or N= 20Thus the link will be able to accommodate 20 users.
c) As the link is now connected to 4 host and there will be no congestion in the link when only 1 or two user is sending data. So the congestion will be seen when number of simultaneous user (k) >2 And probability of 3 users coming at a time P3= p3 * (1-p) (4-3) Where p= probability of activity of individual station which is in this case 0.1
So P3 = 0.13 * (1-0.1) (4-3)= 0.0009Similarly P4 = 0.14 * (1-0.1) (4-4)= 0.0001Thus probability of link congestion = P3+P4 = 0.0009 + 0.0001 = 0.001
We will be using data from the 2008 Canadian General Election Study.1 The data can be found on the course page. As well, there are three other documents (loosely called "codebooks"
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