Determine the minimum value of a positive integer N that satisfy the following conditions:

1. N is a multiple of 101.
2. N starts with and ends in 98.
3. sod(N) = 94

*** sod(N) denotes the sum of the digits of N.
For example, sod(3456) = 3+4+5+6 = 18

(In reply to Analytic solution by Larry)

97799999998 is not a multiple of 101, nor does it start with 98.

Posted by Charlie on 2023-07-03 14:12:24