Ask a New Question

Question

GIven any positive integers, show that at least two must exist whose sum or difference is divisible by 10.
16 years ago

Answers

bobpursley
25+15
25-15

There are two that exist that meet the critieria.
16 years ago
Renee
im sorry i meant to type in given any "seven" positive integers....

does that change the answer?
16 years ago

Related Questions

what three positive integers a, b, and c satisfy a^n+b^n=c^n, where n is a number greater than two x,y and z are positive integers such that x<y,x+y=201,z−x=200. What is the maximum value of x+y+z? the set of positive integers less than 20 which are divisible by 5 in builder set form? Set of all positive integers less than 50 divisible by 5 How many positive integers less than or equal to 123456 have a multiple that consists of all the sam... All positive integers less than or equal to 30 U={All positive integers less than or equal to 30} M={All even number less than or equal to 20} N=... The three positive integers are ( x-1), x,and ( x+1) if their sum is 105 find the numbers how many positive integers less than 4000 with no repeated digits can be formed where each digit is... For how many positive integers greater than 10 and less than 1000 is the product of the digits equa...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use