Degree of the Polynomial

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Degree of the Polynomial: Overview

This topic covers the concept of the degree of a polynomial. We will understand the coefficients of each term in the polynomial. Moreover, we will learn about the zero polynomial also including some examples.

Important Questions on Degree of the Polynomial

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What is coefficient in algebraic term

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What is meant by zero polynomial?

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p+2q2+2 is a binomial.

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Write the coefficient of x2 in the following polynomial: 15-3x+2x2

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Write the degree of the following polynomial: -5xy2

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Write the degree of the following polynomial: 2

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Write the degree of the following polynomial: 5p-3

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Find the value of k, if x=3 is a root of the equation kx2-10x+3=0.

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Check whether the polynomial r2 is a linear or quadratic or cubic polynomial?

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State whether the polynomial 3t is a: Linear Polynomial / Quadratic Polynomial / Cubic Polynomial.

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Write the degree of the polynomial 3.

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Write the degree of polynomial, 5t-7.

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Check whether, x2+x is a linear, quadratic or a cubic polynomial?

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Write the degree of the polynomial, 5x3+4x2+7x.

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Write the coefficient of x2 in the expression, 2-x2+x3.

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Write the coefficient of x2 in the expression 2+x2+x.

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Degree of the polynomial $ P\left(x,\text{y}\right)=\text{xy}\left(a+{b}^{3}\right)+x(x+{a}^{2})$ is _____

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Degree of the polynomial $ P\left(x,\text{y}\right)={x}^{2}{y}^{3}+\text{xy}+x+\text{y}$ is _____.

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The degree of a constant polynomial is _____.