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Here is a variation on sorting. The problem is to sort a collection of n nuts and n bolts by size. It is assumed that for each bolt in the collection, there is a corresponding nut of the same size, but initially we do not know which nut goes with which bolt. The differences in size between two nuts or two bolts can be too small to see by eye, so you cannot rely on comparing the sizes of two nuts or two bolts directly. Instead, you can only compare the sizes of a nut and a bolt by attempting to screw one into the other (assume this comparison to be a constant time operation). This operation tells you that either the nut is bigger than the bolt, the bolt is bigger than the nut, or they are the same size. What is the minimum number of comparisons needed to sort the nuts and bolts in the worst case?
What is BIOS?Just need 2 pages description of BIOS and put reference where you got stuff from.
Highlight the various types of discounts offered in a trading business. State the various types of cash books and briefly state the merits and demerits of each.
What is the cost of joining R and S using a sort-merge join? What is the minimum number of buffer pages required for this cost to remain unchanged?
Calculate the oil production rate and calculate the well skin effect - Calculate oil rates of two wells in an undersaturated oil reservoir using generalized Vogel's equation.
Design a greedy algorithm using pseudocode that solves this optimization problem of transferring files to disk while minimizing unused storage. The inputs to this algorithm are the number of files n, corresponding sizes (in MBs) s1, ... sn, m the n..
Explain why a company would choose to monitor its network.
Write a recurrence relation together with the initial condition
Write a program that prompts the user to enter expenses in various expense categories they have (e.g., housing, food, clothing, transportation, education, health care, vacations), then prints the estimated FairTax that person would pay.
The game of Nim is played with a collection of piles of sticks. In one move a player may remove any nonzero number of sticks from a single pile. The players alternately take turns making moves. The player who removes the very last stick loses. Say..
The Henderson family and the Clark family each used their sprinklers last summer. The water output rate for the Henderson family's sprinkler was 30L per hour. The water output rate for the Clark family's sprinkler was 35L per hour.
Give an example of a problem about FSAs, Regular Expression and Regular Sets that is not solvable?
Is the value of a stock an opinion or based on fact, please cite specific examples?
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