Hello all,

I'm trying to figure out a math proof but I'm rather stuck on how to do so.
The problem itself isn't intuitively hard, but I'm not sure on how to figure it out formally.

Here's the problem:
Prove that there exists a positive real number c such that x + y ≥ c min{x, y} for
every two positive integers x, y.

Thanks

Do your own homework.

The square root of 'W'

a plus b equals abc.

google your question... it'll be solved!