Maximum number of 3-digit numbers that can be selected such that the sum of any two numbers is NOT divisible by 5
What is the maximum number of 3-digit numbers that can be selected such that the sum of any two numbers is NOT divisible by 5? # Run Python Program: https://py3.codeskulptor.org/#user303_DO1Dc2Ko42WEolL.py # Question: What is maximum number of 3-didgit numbers that can be selected such that the sum of any two numbers # is NOT divisible by 5? num_list = range(100,1000) #num_list = [100, 101, ... 998, 999] sum_of_2_not_div_by_5 = [100,] # First number is 100. Its last digit is 0 # Last digit 0 added with 'any other number that is not divisible by 5' # will result a number that will not be divisible by 5 ...