Homework Answers
A metric can include:
- measuring link utilisation (using SNMP)
- number of hops (hop count)
- speed of the path
- packet loss (router congestion/conditions)
- latency (delay)
- path reliability
- path bandwidth
- throughput [SNMP - query routers]
- load
- MTU
- administrator configured value
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3 2 d' olio E F 1. What routing metrics other than distance are used?
Distance vector routing is used for the six nodes given below, connected as shown in the...
Distance vector routing is used for the six nodes given below, connected as shown in the figure. The following vectors have just come into router C from B: (5, 0, 7, 11, 10, 7); from D: (15, 11, 4, 0, 10, 11); and from E: (5, 10, 6, 10, 0, 3). Each vector contains the distances from a certain node to the other nodes, in the order of (A, B, C, D, E, F). The distances from C to B,...
1.In distance vector algorithm, give me two conditions that may cause the router to re-compute the distance vector estimates? 2. What is called “hot potato routing”?
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Describe in words the neighborhoods below for each of the following metrics. ( 5 points each part) a. For R2 d ( (x1, X2), (Y1 yz) ) = 1 if Euclidean distance > 1 Euclidean distance otherwise N...
Describe in words the neighborhoods below for each of the following metrics. ( 5 points each part) a. For R2 d ( (x1, X2), (Y1 yz) ) = 1 if Euclidean distance > 1 Euclidean distance otherwise N((0,0), ½)
Describe in words the neighborhoods below for each of the following metrics. ( 5 points each part) a. For R2 d ( (x1, X2), (Y1 yz) ) = 1 if Euclidean distance > 1 Euclidean distance otherwise N((0,0), ½)
1. In Broadcast routing a message is sent from a host to a specific group of...
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Multiple choice: The measured distance between genes D and E in a two-point testcross is 50...
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Metric and distance 1. Show that the discrete metric satisfies the properties of a metric. 2. Com...
#realanalysis
Metric and distance 1. Show that the discrete metric satisfies the properties of a metric. 2. Compute the distances dalf.g) and d(f.g) when f.ge CO, are the functions defined by f(r) and g() 3. Show that the following functions do not define metrics on R.
Metric and distance 1. Show that the discrete metric satisfies the properties of a metric. 2. Compute the distances dalf.g) and d(f.g) when f.ge CO, are the functions defined by f(r) and g() 3....
1.0. Suppose the network is as follows, where distance-vector routing update is used. Each link has...
1.0. Suppose the network is as follows, where distance-vector
routing update is used. Each link has cost 1, and each router has
entries in its forwarding table only for its immediate neighbors
(so A’s table contains 〈B,B,1〉, 〈D,D,1〉 and B’s table contains
〈A,A,1〉, 〈C,C,1〉).
(a). Suppose each node creates a report from its initial
configuration and sends that to each of its neighbors. What will
each node’s forwarding table be after this set of exchanges? The
exchanges, in other words,...
Question 1 (1.5 marks) Consider the subnet of the following figure. Shortest Path routing is used, and the weights on each edge is shown. Compute the shortest path from E to D using Dijkstra's al...
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Question 1 (1.5 marks) Consider the subnet of the following figure. Shortest Path routing is used, and the weights on each edge is shown. Compute the shortest path from E to D using Dijkstra's algorithm. Show...
1) When two point charges are a distance d part, the electric force that each one feels from the other has magnitude F. In order to make this force twice as strong, the distance would have to be chan...
1) When two point charges are a distance d part, the electric force that each one feels from the other has magnitude F. In order to make this force twice as strong, the distance would have to be changed to A) 2d. B) v2 d D) d/2. E) d/4.
1) When two point charges are a distance d part, the electric force that each one feels from the other has magnitude F. In order to make this force twice as...
Describe in words the neighborhoods below for each of the following metrics. ( 5 points each part) a. For R2 d ( (x1, X2), (Y1 yz) ) = 1 if Euclidean distance > 1 Euclidean distance otherwise N((0,0), ½)
Describe in words the neighborhoods below for each of the following metrics. ( 5 points each part) a. For R2 d ( (x1, X2), (Y1 yz) ) = 1 if Euclidean distance > 1 Euclidean distance otherwise N((0,0), ½)
1. In Broadcast routing a message is sent from a host to a specific group of computers, whereas in Multicast routing a message is sent from a host to all computers in the network a. True b. False Answer: 2. Link State Routing is different from Distance Vector Routing. In Link State Routing each node has information about the entire topology of the domain, and can use the Djikstra algorithm to build a routing table a. True b. False Answer:...
#realanalysis
Metric and distance 1. Show that the discrete metric satisfies the properties of a metric. 2. Compute the distances dalf.g) and d(f.g) when f.ge CO, are the functions defined by f(r) and g() 3. Show that the following functions do not define metrics on R.
Metric and distance 1. Show that the discrete metric satisfies the properties of a metric. 2. Compute the distances dalf.g) and d(f.g) when f.ge CO, are the functions defined by f(r) and g() 3....
1.0. Suppose the network is as follows, where distance-vector
routing update is used. Each link has cost 1, and each router has
entries in its forwarding table only for its immediate neighbors
(so A’s table contains 〈B,B,1〉, 〈D,D,1〉 and B’s table contains
〈A,A,1〉, 〈C,C,1〉).
(a). Suppose each node creates a report from its initial
configuration and sends that to each of its neighbors. What will
each node’s forwarding table be after this set of exchanges? The
exchanges, in other words,...
Question 1 (1.5 marks) Consider the subnet of the following figure. Shortest Path routing is used, and the weights on each edge is shown. Compute the shortest path from E to D using Dijkstra's algorithm. Show your steps and describe your figures briefly. 4
Question 1 (1.5 marks) Consider the subnet of the following figure. Shortest Path routing is used, and the weights on each edge is shown. Compute the shortest path from E to D using Dijkstra's algorithm. Show...
1) When two point charges are a distance d part, the electric force that each one feels from the other has magnitude F. In order to make this force twice as strong, the distance would have to be changed to A) 2d. B) v2 d D) d/2. E) d/4.
1) When two point charges are a distance d part, the electric force that each one feels from the other has magnitude F. In order to make this force twice as...
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