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Problem
1. Prove that, with a 1-in-N reuse pattern, the number of cochannel cells at the minimum distance is six.
2. Consider a dense urban environment in which the path-loss exponent is 4.5 and the required C// is 13 dB. What reuse factor is permissible? If the cell size is reduced to increase capacity, what other changes would also be required?
An aircraft oil cooler is to be constructed using the skin of the wing as the cooling surface. The wing may be idealized as a flat plate over which air.
How many fewer probes will be done, on average, in an unsuccessful search? How many probes are needed, on average, to insert a new node in the right place?
creating a program is important. almost equally important is tracking down errors in the program. this process is
computer security is not an issue for organizations alone. anyone whose personal computer is connected to a network or
make a class that player guess anumber, the application generates a random number, and player determine whether they are correct. Display a message indicating whether the players guess was correct, too high or too low.
Total Cost of Ownership (TCO) and 2) Return on Investment (ROI). Describe each of these approaches, state your preference, and analyze the pros and cons of each with a focus on IT investments
Write a tic-tac-toe game that allows a human player to play against the computer. Your program will play many turns against a human opponent, and it will learn.
the Mobile computing has dramatically changed how information is accessed and shared. Wireless networking has been an enabler of mobile computing.
A shortwave ionospheric radio channel is characterized by a multipath spread of Tm = 5 ms and a Doppler spread of Bd = 0.1 Hz.
Implement a program that can input an expression in postfix notation (see Exercise C-5.8) and output its value.
Find the difference between two types of returning values - Compare the calculated net values and show the proper message whether or not they match. Name your variables as hours, rate, and netPay.
How much extra computation will be done? For n = 7, find an ordering of the keys 1, 2, ... , 7 that will force the algorithm into its worst case.
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