Question

pi is polynomial?

Answer 1

no, it is irrational.
polynomials contain variables that have different exponents on them

Answer 2

constants are still polynomials

Answer 3

\[a_n x^{n}+a_{n-1}x^{n-1}+ \cdots a_2 x^2+a_1 x_1+a_0 \text{ is a polynomial } \\ \text{ where } n \text{ is a positive integer } \\ \text{ and } a_i \text{ is a real number }\]

Answer 4

And I guess you could define polynomials with complex coefficients instead

Answer 5

And above I mean to say all the exponents are either positive integers or zero

Answer 6

ok

Answer 7

Pi is not a polymonial. It is an irrational number.

Answer 8

Like freckles said.

Answer 9

no I was saying pi a polynomial

Answer 10

constants are polynomials

Answer 11

pi is a constant

Answer 12

pi is a irrational number I agree with that
but
pi is also a polynomial

Answer 13

Oh.

Answer 14

But aren't polymonials equations, usually?