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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} has been shifted k = 4 positions.
(a) Suppose you know what k is. Give an algorithm to find the largest number in A.
(b) Suppose you do not know what k is. Give an algorithm to find the largest number in A.
(c) What is the time complexity of your algorithms in (a) and (b)?
A certain hard disk has 480 cylinders, sixteen tracks, and thirty-two sectors of 512 bytes each. It spins at 4800 revolutions per minute, and has an adjacent cylinder seek time of eighty msec, and a max seek time of onde hundred msec.
exercise 1 basic use1.unpack the unicore client package if you havent done alreadycopy the ucc preferences file from
Let A[1, n] be an array of real numbers. Create an algorithm to perform any sequence of the following two operations: Add(i, x): add the value x to A[i].
using graphs (or spreadsheets). Remember the supplied data will NOT fit exactly any one curve, so your analysis of the data and your reasoning for which curve is most likely will determine your final grade on this lab.
Where n is number of values to be sorted. Each row of two-dimensional array is referred to as bucket. Write class named BucketSort containing method called sort.
Use any program with which you are comfortable to create your own flowchart for your website. Libre Writer or Microsoft Word are good programs to create a flowchart, but there are others
Show what happens to the radix sort algorithm if the counting sort is not a stable sorting algorithm. Bring a counter example
1 introductionyou will create a c program to evaluate expressions combining set union set intersection and parentheses.
So that every house is within four miles of one of the base stations. Write efficient algorithm that achieves this goal, using as few base stations as possible.
The max subsequence product problem for an array a = a1,a2,...,an of integers is the problem of determining the largest product E(summation)k=1(bottom) j(top) ak formed by a subsequence of a.
think of some intrusions - the disgruntled mailman flying onto the Capitol lawn on his gyrocopter and remember the couple who crashed a White House function a few years ago?
Assume you have the array A of n items, and you want to find k items in A closest to the median of A. Describe why your algorithm runs in O(n) time.
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