An AI assistant was asked the following:"Please create a pseudocode function that can check if a given number n is prime or not, where n > 1."The assistant returned the three following functions:Function AFunction BFunction Cfunction isPrime(number n) for i from 2 to square root of n rounded down inclusive if n mod i is 0 return false return truefunction isPrime(number n) factors = generated array of numbers from 2 to n-1 inclusive for i in factors: if n mod i is not equal to 0 remove i from factors if factors is not empty return false return truefunction isPrime(number n) for i from 1 to n inclusive if i ≠ 1 and i ≠ n and n mod i equals 0 return false return trueQuestion:With respect to memory efficiency and time complexity, please select which function is the most efficient while still being a valid implementation.Function A is the most efficient functionFunction B is the most efficient functionFunction C is the most efficient functionAll three functions are the same in terms of efficiencyExplanationIn 2-3+ complete sentences, please provide your reasoning for your above selection.

Question 2: Identifying a function's time and space efficiencyAn AI assistant was asked the following:"Please create a pseudocode function that can check if a given number n is prime or not, where n > 1."The assistant returned the three following functions:Function AFunction BFunction Cfunction isPrime(number n) for i from 2 to square root of n rounded down inclusive if n mod i is 0 return false return truefunction isPrime(number n) factors = generated array of numbers from 2 to n-1 inclusive for i in factors: if n mod i is not equal to 0 remove i from factors if factors is not empty return false return truefunction isPrime(number n) for i from 1 to n inclusive if i ≠ 1 and i ≠ n and n mod i equals 0 return false return trueQuestion:With respect to memory efficiency and time complexity, please select which function is the most efficient while still being a valid implementation.Function A is the most efficient functionFunction B is the most efficient functionFunction C is the most efficient functionAll three functions are the same in terms of efficiencyExplanationIn 2-3+ complete sentences, please provide your reasoning for your above selection.

Please create a pseudocode function that can check if a given number n is prime or not, where n > 1.

A prime number is an integer greater or equal to 2 that is only divisible by 1 and by itself. The first few primes are: 2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47 …N is a prime if and only if it is not divisible evenly by any of the numbers from 2 to N−1. Let’s implement this decision as a function.In the same program numbers.cpp, add a functionbool isPrime(int n);The function should return true if n is a prime, otherwise return false. Change the main function to test your new code.

An algorithm returns one of five prime numbers using a zero-indexed array to store the numbers.01 function ReturnPrime(x)02 prime = [9369319,2521008887,1442968193,10619863,6692367337]03 c = 004 for i = 1 to x05 if c > prime.length -1 then06 c = 007 endif08 p = prime[c]09 c = c + 110 next i11 return p12 endfunctionRewrite the function ReturnPrime to make it more efficient.

Define the function is_prime(num) to check if given positive integer is a prime number or not. The function return a bool True if a number is divisible only by 1 and itself and a bool False if it is divisible by any other number than 1 or itself. Consider 1 be a prime number. 2 is also prime.Examplesis_prime(7) -> Trueis_prime(100) -> Falseis_prime(1) -> Trueis_prime(2) -> True