An array A[0..n - 2] contains n-1 integers from 1 to n in increasing order. (Thus...

An array A[0..n - 2] contains n-1 integers from 1 to n in increasing order. (Thus one integer in this range is missing.) Design an algorithm in (Theta(log n)) to find the missing integer. Your algorithm should be given in pseudo code. For example, the array A could be {1, 2, 3, 4, 6, 7, 8, 9, 10} in which 5 is missing.

Solutions

Expert Solution

PLEASE follow the below pseudocode and explanation:

venereology answered 8 months ago

Next > < Previous

Related Solutions

1. Given an array of integers a dimension n. If the array contains the same number...

1. Given an array of integers a dimension n. If the array contains the same number of even and odd elements get (a1 + an) (a2 + an-1) ... 2. Given an array of integers dimension n. All array elements with even numbers preceding the first element to the maximum, multiplied by the maximum. 3. Given an array of dimension n. Insert after each zero element of the element in the middle (or the amount of secondary elements for even...

Suppose you are given an n-element array containing distinct integers that are listed in increasing order....

Suppose you are given an n-element array containing distinct integers that are listed in increasing order. Given a number k, describe a recursive algorithm to find two integers in A that sum to k, if such a pair exists. What is the running time of your algorithm?

P1 Consider an array of length n that contains unique integers between 1 and n+1. For...

P1 Consider an array of length n that contains unique integers between 1 and n+1. For example, an array A1 of length 5 might contain the integers 3, 6, 5, 1, and 4. In an array of this form, one number between 1 and n+1 will be missing. In A1, the integer 2 is missing from the array. As another example, consider the array A2 that contain the integers 4, 7, 5, 2, 6, and 1. A2 has size 6,...

Given an array A[1..n] of integers - all of whose numbers are in the range [0,...

Given an array A[1..n] of integers - all of whose numbers are in the range [0, n^3 − 1] give an algorithm which sorts them in O(n) time.

On a circular array with n positions, we wish to place the integers 1, 2, ......

On a circular array with n positions, we wish to place the integers 1, 2, ... r in order, clockwise, such that consecutive integers, including the pair (r,1) are not in adjacent positions on the array. Arrangements obtained by rotation are considered the same. In how many ways can this be done? Give a combinatorial proof.

5. Suppose you are given an n-element array containing distinct integers that are listed in increasing...

5. Suppose you are given an n-element array containing distinct integers that are listed in increasing order. Given a number k, describe a recursive algorithm to find two integers in A that sum to k, if such a pair exists. What is the running time of your algorithm? Java Language....

Create a two-dimensional array A using random integers from 1 to 10. Create a two-dimensional array B using random integers from -10 to 0.

This program is for C.Create a two-dimensional array A using random integers from 1 to 10. Create a two-dimensional array B using random integers from -10 to 0. Combine the elements of A + B to create two- dimensional array C = A + B. Display array A, B and C to the screen for comparison. (Note a[0] + b[0] = c[0], a[1] + b[1] = c[1], etc.)

Consider an array of length n containing positive and negative integers in random order. Write the...

Consider an array of length n containing positive and negative integers in random order. Write the C++ code that rearranges the integers so that the negative integers appear before the positive integers. write a program that includes both functions and a main() function that tests them. Name the two functions rearrangeN() and rearrangeN2().

Q4: . The sorted values array contains the sixteen integers 1, 2, 3, 13, 13, 20,...

Q4: . The sorted values array contains the sixteen integers 1, 2, 3, 13, 13, 20, 24, 25, 30, 32, 40, 45, 50, 52, 57, 60. How many recursive calls are made by our binarySearch method given an initial invocation of binarySearch(45, 0, 15)? Answer Choices : 2 0 3 4 1

Consider the problem of sorting an array A[1, ..., n] of integers. We presented an O(n...

Consider the problem of sorting an array A[1, ..., n] of integers. We presented an O(n log n)-time algorithm in class and, also, proved a lower bound of Ω(n log n) for any comparison-based algorithm. 2. Give an efficient sorting algorithm for an array C[1, ..., n] whose elements are taken from the set {1, 2, 3, 4, 5}.

Subjects