Geek lost the password of his super locker. He remembers the number of digits N as well as the sum S of all the digits of his password. He know that his password is the largest number of N digits that can be made with given sum S. As he is busy doing his homework, help him retrieving his password.
Example 1:
Input:
N = 5, S = 12
Output:
93000
Explanation:
Sum of elements is 12. Largest possible
5 digit number is 93000 with sum 12.
Example 2:
Input:
N = 3, S = 29
Output:
-1
Explanation:
There is no such three digit number
whose sum is 29.
Your Task : You don't need to read input or print anything. Your task is to complete the function largestNumber() which takes 2 integers N and S as input parameters and returns the password in the form of string, else return "-1" in the form of string.
Constraints:
1 ≤ N ≤ 104
0 ≤ S ≤ 9*104
Expected Time Complexity : O(N) Expected Auxilliary Space : O(1)
Reset the IDE using the second button on the top right corner.
Avoid using static/global variables in your code as your code is tested
against multiple test cases and these tend to retain their previous values.
Passing the Sample/Custom Test cases does not guarantee the correctness of code.
On submission, your code is tested against multiple test cases consisting of all
possible corner cases and stress constraints.
You can access the hints to get an idea about what is expected of you as well as
the final solution code.
You can view the solutions submitted by other users from the submission tab.
Here is some troubleshooting advice for contest problems
Make sure you are not using ad-blockers.
Disable browser extensions.
We recommend using latest version of your browser for best experience.
Avoid using static/global variables in coding problems as your code is tested
against multiple test cases and these tend to retain their previous values.
Passing the Sample/Custom Test cases in coding problems does not guarantee the
correctness of code. On submission, your code is tested against multiple test cases
consisting of all possible corner cases and stress constraints.
POTD
POTD
