Questions: Classify this polynomial. -6 k^9 trinomial monomial binomial none of these Submit

Classify this polynomial.
-6 k^9
trinomial
monomial
binomial
none of these
Submit
Transcript text: Classify this polynomial. \[ -6 k^{9} \] trinomial monomial binomial none of these Submit Work it out Not feeling ready yet? These can help: Identify terms and coefficients Understanding exp
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Solution

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Solution Steps

To classify the polynomial, we need to determine the number of terms it has. A monomial has one term, a binomial has two terms, and a trinomial has three terms. In this case, the polynomial \(-6k^9\) consists of a single term.

Step 1: Identify the Polynomial

The given polynomial is \(-6k^{9}\).

Step 2: Count the Terms

To classify the polynomial, we count the number of terms present. In this case, \(-6k^{9}\) consists of a single term.

Step 3: Classify the Polynomial

Since there is only one term, we classify the polynomial as a monomial.

Final Answer

The answer is \(\boxed{\text{monomial}}\).

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