how do I show that the set of polynomials with interger coefficients is countable?
Follow Math Help Forum on Facebook and Google+
See my response to your similar question about the algebraic numbers. If you're still stuck, say where you're stuck and I'll help you with the details.
Originally Posted by ricky how do I show that the set of polynomials with interger coefficients is countable? The set of all such polynomials of degree less than or equal to , denoted by is clearly countable via the obvious identification . Note then that and so..
View Tag Cloud