irreducible polynomial meaning in Hindi

Examples

1. Let f be a monic, irreducible polynomial of degree n.
2. It follows that they are roots of irreducible polynomials of degree over.
3. Other irreducible polynomials are said " separable ".
4. Irreducible polynomials allow us to construct the finite fields of non prime order.
5. A polynomial decomposition enables calculation of symbolic roots using radicals, even for some irreducible polynomials.
6. Any polynomial may be decomposed into the product of an invertible constant by a product of irreducible polynomials.
7. A field " F " is perfect if and only if all irreducible polynomials are separable.
8. This implies that, if that is the product of all monic irreducible polynomials over, whose degree divides.
9. Zariski surfaces are affine 3-space " A " 3 defined by irreducible polynomials of the form
10. One may easily deduce that, for every and every, there is at least one irreducible polynomial of degree over.