# Integral Roots And Odd Coefficients

**Algebra**Level 4

Let \(p(x)\) be a polynomial function with integral coefficients. It is given that \(p(0)\) and \(p(1)\) are odd numbers.

Find the number of integral roots of \(p(x) = 0\)

Let \(p(x)\) be a polynomial function with integral coefficients. It is given that \(p(0)\) and \(p(1)\) are odd numbers.

Find the number of integral roots of \(p(x) = 0\)

×

Problem Loading...

Note Loading...

Set Loading...