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(Word Problem) Consider a variation on the calendar combinational subsystem that works as follows. Given the inputs MONTH (1-12), DAY (1-31), and LEAP_YEAR flag, the sub-system generates the output DAY_OF_YEAR (1-365 or 366). In this problem, you will design the subsystem to the block-diagram level only.
(a) One block maps the month into a day offset into the year. Identify the inputs and outputs and their bit widths. Use any formal specification method you wish (e.g., truth tables, ROM contents, equations, hardware description language, etc.) to describe the function of this block.
(b) You may assume any width binary adder you may require. Indicate how the adder is composed with the block of part (a) and any other blocks or inputs to compute the correct output. Be sure to describe how you deal with the LEAP_YEAR input
(c) How many 4-input lookup tables will be needed to implement your design?
What would be the pros and cons of selecting in-house development versus a packaged solution for the R/Way system?
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Design an algorithm in pseudocode to solve this problem. Make sure to include steps to get each input and generate each output
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Plot the corresponding magnitude response, and determine the approximate widths of the two transition bands. Lastly, show an efficient block diagram realization of the filter.
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Research other elements of a data center besides the core elements discussed in this chapter, including environmental control parameters such as HVAC (heat, ventilation, and air-condition), power supplies, and security.
Show in the Ricard-Agrawala algorithm (using verbal proof) that the critical sections are accessed in increasing order of timestamp.
Suppose you are given an array A of n sorted numbers that has been circularly shifted k positions to the right. For example, {35, 42, 5, 15, 27, 29} is a sorted array that has been circularly shifted k = 2 positions, while {27, 29, 35, 42, 5, 15} ..
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