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Find the degree of this polynomial. \newlinev3+6v-v^3 + 6v

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Q. Find the degree of this polynomial. \newlinev3+6v-v^3 + 6v
  1. Identify Terms and Powers: Identify the terms of the polynomial and their corresponding powers.\newlineThe polynomial is v3+6v-v^3 + 6v. It has two terms: v3-v^3 and 6v6v. The powers of the variable vv in these terms are 33 and 11, respectively.
  2. Determine Highest Power: Determine the highest power of the variable in the polynomial. The highest power of the variable vv in the polynomial v3+6v–v^3 + 6v is 33, which is the exponent in the term v3–v^3.
  3. Conclude Degree: Conclude the degree of the polynomial.\newlineThe degree of a polynomial is the highest power of the variable in any of its terms. Therefore, the degree of the polynomial v3+6v-v^3 + 6v is 33.

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