MathDB
n + s(n) = 2016, sum of digits (HOMC 2016 J Q2)

Source:

August 6, 2019
sum of digitsnumber theory

Problem Statement

The number of all positive integers nn such that n+s(n)=2016n + s(n) = 2016, where s(n)s(n) is the sum of all digits of nn is
(A): 11 (B): 22 (C): 33 (D): 44 (E): None of the above.