Can the number 2 be represented as a rectangle?

Question

if so what are the dimensions?

Answer 1

1*2

(1/2)*4

in general a*(2/a), where a is any postive real number.

Answer 2

*maybe*

1 x 2

- - - - - - - - - - - - - - - -

this presupposes a *lot* of things

a) "number" is an integer "n"

b) an integer can be represented as a rectangle

c) this rectangle has dimensions: "a" by "b" (both integer)

such  that

a less than or equal to sqrt(n)

b greater  than or equal to sqrt(n)

for all possible combinations a,b

(b-a) is a minimum

d) this representation is unique

Answer 3

I.. ah.. No? I think.. what?