You are given 2 long integers having n digits each and you are required to multiply them using C.
Assumptions Numbers are represented in an array of size n . Calculate the time complexity using traditional divide and conquer
Provide an algorithm to add and multiply two large integers which cannot be represented by built-in types, C code would be a great help?
Given an integer N, traverse it's digits {d1,d2,d3,d4.....dn} and find out how many of them evenly dived the number N? for example:1012 ,digits 1, 1 and 2 evenly divide 1012 while 0 does not so the output is =3
Count how many integers from 1 to N contains 0's as a digit? Please share the sample c program?
Say I have given two big numbers i.e. 10^8 and 10^9 what could be the best way to multiply them without facing the overflow issue.
