__________ algorithm does not work correctly when one of its input numbers is zeroQuestion 2Answera.Middle School Procedureb.None of the abovec.Consecutive integer checkingd.Euclids

During determination of GCD, division by 0 problem occurs in ________________ algorithmQuestion 7Answera.All of the aboveb.Consecutive integer checkingc.Euclidsd.Middle School Procedure

Write a python program to check the given number is Armstrong or not usingwhile loop.

Test 1: Check1 for the positive number input which is not a prime number. Also check for the case and spacing in input and output statements.

#include<math.h> int checkArmstrongNumber(int n) { int originalNumber, remainder, result = 0, count = 0; originalNumber = n; // To get the number of digits while (originalNumber != 0) { originalNumber /= 10; ++count; } originalNumber = n; // Check if the number is an Armstrong number while (originalNumber != 0) { remainder = originalNumber % 10; result += pow(remainder, count); originalNumber /= 10; } if (result == n) return 1; else return result; } Input Your Output Expected Output 371 970554640 1

Problem StatementGiven three integers A, B, C where 'A' denotes the first term of an arithmetic sequence, 'C' denotes the common difference between an arithmetic sequence and an integer 'B'. You need to tell whether 'B' exists in the arithmetic sequence or not. Return 1 if B is present in the sequence. Otherwise, return 0. Example 1Input: A = 1, B = 3, C = 2Output: 1Explanation: 3 is the second term of the sequence starting with 1 and having a common difference of 2.Example 2Input: A = 1, B = 2, C = 3Output: 0Explanation: 2 is not present in the sequence. Example 3Input: A = 2, B = 4, C = 0Output: 0Explanation: In arithmetic progression starting from 2 with common difference 0, 4 cannot be reached since the sequence remains constant. Hence, the output is 0.Note: This question was used in the FactSet coding test.Input format :The input consists of three space-separated integers values A, B, and C, representing the first term 'A' of the arithmetic sequence, 'B' to check, and the common difference 'C' of the arithmetic sequence.Output format :The output displays 1 if 'B' is present in the arithmetic sequence, otherwise, it displays 0.Refer to the sample output for the formatting specifications.Code constraints :In this scenario, the test cases fall under the following constraints:-100 ≤ A, B, C ≤ 100Sample test cases :Input 1 :1 3 2Output 1 :1Input 2 :1 2 3Output 2 :0Input 3 :-3 -9 -3Output 3 :1Input 4 :2 4 0Output 4 :0