Please answer fast Question 1 Answer following questions and write corresponding algorithms. Algorithm: sqrt(n) [main] 1. return sqrtHelper(Arg 1, Arg 2) Algorithm: sqrtHelper(n,m) 1. if m*m <= n 2. return m 3. else 4. return sqrtHelper(Arg 3, Arg 4) 5. endif (a) Write an recursive algorithm called isPrime(n) that takes a positive integer and returns True if it is prime and False otherwise. You must call the function sqrt(n) as a sub- algorithm. Trace your algorithm for isPrime(41). You only need to show the detail in the main algorithm and its helper function (if there is any).
Please answer fast Question 1 Answer following questions and write corresponding algorithms. Algorithm: sqrt(n) [main] 1. return sqrtHelper(Arg 1, Arg 2) Algorithm: sqrtHelper(n,m) 1. if m*m <= n 2. return m 3. else 4. return sqrtHelper(Arg 3, Arg 4) 5. endif (a) Write an recursive algorithm called isPrime(n) that takes a positive integer and returns True if it is prime and False otherwise. You must call the function sqrt(n) as a sub- algorithm. Trace your algorithm for isPrime(41). You only need to show the detail in the main algorithm and its helper function (if there is any).
C++ Programming: From Problem Analysis to Program Design
8th Edition
ISBN:9781337102087
Author:D. S. Malik
Publisher:D. S. Malik
Chapter15: Recursion
Section: Chapter Questions
Problem 17PE
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Question 1
Answer following questions and write corresponding algorithms.
1. return sqrtHelper(Arg 1, Arg 2)
Algorithm: sqrtHelper(n,m)
1. if m*m <= n
2. return m
3. else
4. return sqrtHelper(Arg 3, Arg 4)
5. endif
(a) Write an recursive algorithm called isPrime(n) that takes a positive integer and returns True if it is prime and False otherwise. You must call the function sqrt(n) as a sub- algorithm.
Trace your algorithm for isPrime(41). You only need to show the detail in the main algorithm and its helper function (if there is any).
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