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What type of polynomial is (11)?

Answer and explanation

Correct answer: Constant polynomial

The direct answer is D, constant polynomial. A polynomial is an expression made from numbers and variables, where the powers of variables are whole numbers such as 0, 1, 2, and so on. Here the expression is only 11; it contains no variable such as x. Therefore it does not change when x changes. It can be written as 11x^0 because x^0=1, so its degree is 0. Option A, zero polynomial, is wrong because the zero polynomial is exactly 0, whereas 11 is non-zero. Option B, linear polynomial, is wrong because a linear polynomial has degree 1, usually like 3x+2. Option C, quadratic polynomial, is wrong because a quadratic polynomial has degree 2, such as x^2+1. Option D is correct because every non-zero number by itself is a constant polynomial of degree 0. Remember: no variable means constant; only 0 is the zero polynomial.

Related tags

Definition-PolynomialConstant-PolynomialDegree-Zero

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