Definition and Degree of polynomial

Definition of a Degree of a polynomial

Define degree of a polynomial.

If the degree of a polynomial AB is 15 and the degree of polynomial A is 5, then find the degree of polynomial B.

The degree of a polyonial A is 7 and that of polynomial AB is 65, then find the degree of polynomial B

If the degree of a polynomial AB is 15 and the degree of polynomial B is 5, then the degree of polynomial A is

If a=7 , then find the degree of the polynomial p(x)=(x-a)^(3)+343 .

Determine the degree of the polynomial: (x+ 1) (x^2 -x-x^(4)+ 1) .

Assertion : The degree of the polynomial (x-2)(x-3)(x+4) is 4 . Reason : The number of zeroes of a polynomial is the degree of that polynomial .

Types of Polynomial on the basis of degree of Polynomial (iv) Cubic polynomial (v) Bi- quadratic polynomial