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A sofa regularly sells for $840.  The sale price is $714.  F…

A sofa regularly sells for $840.  The sale price is $714.  Find the percent decrease in the sofa’s price.   Note:  Write your answer as a percent.  

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Choose two of the following categories of social movements,…

Choose two of the following categories of social movements, and provide a definition and example of each: reform, revolutionary, religious/redemptive, alternative, resistance.   Note: It is possible that some movements might fit in more than one category, and so there may be no one “right” category – what is most important is that you describe why you believe the movement you select is an example of the category you select.

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What is 3% of 200?  

What is 3% of 200?  

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Simplify the algebraic expression.

Simplify the algebraic expression.

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Round the number to the place indicated. (a) 123.4567 to the…

Round the number to the place indicated. (a) 123.4567 to the nearest tenth. [blank] (b) 293.145 to the nearest hundred. [blank2] (c)  4567.3461 to the nearest thousandth. [blank3]

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Which routing algorithm, Dijkstra or Bellman-Ford, requires…

Which routing algorithm, Dijkstra or Bellman-Ford, requires more link overhead to maintain? Link overhead means sending control /administrative, / non-data traffic versus information/data traffic.   Answer Format Write your choice (Bellman-Ford or Dijkstra): [RoutingAlgorithm] Provide your reason for your choice: [Reason] (one or two sentences in text)

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Consider an audio application that sends a VoIP payload (G.7…

Consider an audio application that sends a VoIP payload (G.711 formatted audio message) using a network packet, as shown in the figure.   Consider an audio application that sends a VoIP payload (G.711 formatted audio message) using a network packet, as shown in the figure. Suppose we want 81% frame efficiency for the above packet. How many audio bytes must each packet carry? Answer FormatVoice payload Bytes = [VoicePayloadBytes] Bytes  (Enter an Integer, no decimals, no text)  

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A router with IP address 138.76.29.7 manages a NAT translati…

A router with IP address 138.76.29.7 manages a NAT translation table for a private network. The router uses ports starting from 8000. Each time a new connection is needed, it increments by one. For example, if a host in the private network with address 10.0.0.5:5000 sends a message to 132.239.8.45:80 then the entry in the NAT table would be filled in as below. The next time the router will use 8001 as the port to establish a new connection and so on.  All connections are TCP. Complete the NAT Table for the following events:a) 10.0.0.5:5000 sends a message to 132.239.8.45:80 (already filled in)b) 10.0.0.101:6000 sends a message to 206.190.36.45:80    Private Address Private Port External Address External Port Transport Protocol a) 10.0.0.5 5000 132.76.29.7 8000 TCP b) [Privateb] [PrivatePortb] [Externalb] [ExternalPortb] TCP  

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Continuing the previous Bellman-Ford question… Suppose the…

Continuing the previous Bellman-Ford question… Suppose the link between node B and node C goes down. Thus, the link cost between B and C is updated to “infinity”. Continue the Bellman-Ford algorithm table from the previous problem. 1. The first row in the table for this question should be exactly the same as the last row of the previous question.  2. The second row in the table for this question should also be exactly the same as the last row of the previous question EXCEPT, increment the Iteration number and change the value of the cost from B  to C to “infinity” .  3. Now, continue the Bellman Ford algorithm using this new update from Node B.  Stop after 5 new rows have been added.  For Example: In other words, if  the last row in your previous answer was Iteration 14, then the first row in this question will be the exact same row, Iteration 14. The second row in this question will be the same as Iteration 14, EXCEPT increment the Iteration number to 15 and change the value for the cost in “(next node, cost)”  for the column B  to C to infinity.  Then, continue the iterations according to the Bellman-Ford algorithm. Stop at Iteration 19.     Answer format:Choose “Table” in the question editing menu and enter the table values accordingly. Except for the first column (Iteration), each entry should have the format  (Next node, Cost). There should not be any blank entries.  

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Use the Bellman-Ford algorithm to find the set of shortest p…

Use the Bellman-Ford algorithm to find the set of shortest paths to destination node C. Provide the table showing each iteration of the algorithm. Begin with initial conditions for Iteration 0 (row 0). Stop when you reach a stable route, meaning when the last row repeats the previous row. The last two rows of your table should be identical, except for the iteration number.    Answer format:Choose “Table” in the question editing menu and enter the table values accordingly. Except for the first column (Iteration), each entry should have the format  (Next node, Cost). There should not be any blank entries.  

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