$p (x)$ is a polynomial of degree 1 and $q (x)$ is a polynomial of degree 2 . What kind of the polynomial $p (x) \times q (x)$ is ?

Open in App

Solution

Degree of the polynomial $p (x) = 1$
Degree of the polynomial $q (x) = 2$
Degree of $p (x) \times q (x) = 3$
The polynomial is a cubic polynomial or
Polynomial of degree 3 .

Suggest Corrections

Similar questions

For each pair of polynomials p(x) and q(x) given below find the degree of p(x) + q(x) and p(x)q(x).

(i)

(ii)

(iii)

(iv)

\frac{1}{α} and \frac{1}{β}

If the degree of p(x) is 4 and the degree of q(x) is 2, the n what is the degree of p(x) + q(x)?

q (x)

p (x) = x - a

q (x)

p (x)

q (x)

8

m

p (x) \times q (x)

104

m

Join BYJU'S Learning Program