jubateee
2021-12-17
Vivian Soares
Beginner2021-12-18Added 36 answers
Step 1
An expression made up of a monomial sum is referred to as a polynomial in the variable x. Each monomial is a term with a constant multiplying a term which is a power of x.
In every monomial, the power of x must be a whole number. The degree of a polynomial is the power of x in the monomial with the highest power of x of all the monomials in the polynomial.
Step 2
Given expression is . This can be written as . So we have a term with x raised to the power of -1. But -1 is not a whole number hence this expression is not a polynomial.
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