Given a natural number N. Change up to two digits of N to get the smallest number divisible by 4. The newly formed number must have as many digits as N and mustn’t contain a leading zero. (10 <= N <= 10^15).
Please help me with this problem.
Given a natural number N. Change up to two digits of N to get the smallest number divisible by 4. The newly formed number must have as many digits as N and mustn’t contain a leading zero. (10 <= N <= 10^15).
Please help me with this problem.