file F server dN ^!1 dN-1 d UN-1 Internet 9114 The problem is to distribute a file of size F = 5Gbits to each of these 5 peers. Suppose the server has an upload rate of u = 360 Mbps. The 5 peers have upload rates of: u = 490 Mbps, U = 240 Mbps, U3 = 310 Mbps, u4 = 410 Mbps, and u5 = 390 Mbps The 5 peers have download rates of: d = 44 Mbps, d = 42 Mbps, d3 = 49 Mbps, d4 = 42 Mbps, and d5 = 24 Mbps What is the minimum distribution time to slowest peer using the client-server model? (T)(in seconds) What is the time needed to upload 5 copies in the client-server model? (T)(in seconds) What is the minimum time to distribute this file from the central server to the 5 peers in the client- server model? (T3)(in seconds) What is time for server to upload at least 1 copy of each bit to the network using the Peer-to-Peer model? (T4) (in seconds) What is the minimum distribution time to slowest peer using the Peer-to-Peer model? (T5)(in seconds) What is the time needed for transimitting 5 copies on a system with everyone uploading in the Peer- to-Peer model? (T6)(in seconds) What is the overall minimum distribution time in the Peer-to-Peer model? (T7)(in seconds) T1: 250, T2: 3125, T3: 3125 T4: 12, T5: 275, T6: 76, T7: 248 OT4: 14, T5: 275, T6: 62, T7: 330 T4: 17, T5: 225, T6: 76, T7: 270 T1: 167, T2: 3819, T3: 3819 T4: 14, T5: 250, T6: 69, T7: 250 T1: 250, T2: 3472, T3: 3125 T1: 250, T2: 3472, T3: 3472