- #1

Loren Booda

- 3,119

- 4

Given that irrational numbers can be grouped in products of 2, 3...or N-->oo members, the products themselves being

*irrational*,

and

given that irrational numbers can be grouped in products of 2, 3...or N-->oo members, the products themselves being

*rational*,

it would seem that the product of all irrationals would be both irrational and rational, something like the limiting value of the sine function.

What do you think?