Consider an array of integers arr[] defined with first element arr[0] and the rules: a. If arr[k] is prime, arr[k+1] is defined as 3 * arr[k] + 1 b. If arr[k] is composite, arr[k+1] is defined as arr[k]/p, where p is the smallest prime factor of arr[k] Write a C program that takes the first element of the array (arr[0]) and the size of array (n) as input and populates the array from arr[1] to arr[n-1] as per above rules. For example: Input: first element = 2 and n = 10 Output: arr[0] = 2, arr[1] = 7, arr[2] = 22, arr[3] = 11, arr[4] = 34, arr[5] = 17, arr[6] = 52, arr[7] = 26, arr[8] = 13, arr[9] = 40

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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. Consider an array of integers arr[] defined with first element arr[0] and the rules: a. If
arr[k] is prime, arr[k+1] is defined as 3 * arr[k] + 1 b. If arr[k] is composite, arr[k+1]
is defined as arr[k]/p, where p is the smallest prime factor of arr[k] Write a C program
that takes the first element of the array (arr[0]) and the size of array (n) as input and
populates the array from arr[1] to arr[n-1] as per above rules. For example: Input: first
element = 2 and n = 10 Output: arr[0] = 2, arr[1] = 7, arr[2] = 22, arr[3] = 11, arr[4] =
34, arr[5] = 17, arr[6] = 52, arr[7] = 26, arr[8] = 13, arr[9] = 40
Transcribed Image Text:. Consider an array of integers arr[] defined with first element arr[0] and the rules: a. If arr[k] is prime, arr[k+1] is defined as 3 * arr[k] + 1 b. If arr[k] is composite, arr[k+1] is defined as arr[k]/p, where p is the smallest prime factor of arr[k] Write a C program that takes the first element of the array (arr[0]) and the size of array (n) as input and populates the array from arr[1] to arr[n-1] as per above rules. For example: Input: first element = 2 and n = 10 Output: arr[0] = 2, arr[1] = 7, arr[2] = 22, arr[3] = 11, arr[4] = 34, arr[5] = 17, arr[6] = 52, arr[7] = 26, arr[8] = 13, arr[9] = 40
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