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find the degree of the polynomial. V
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I’m missing the full polynomial — could you paste it exactly?
If you literally mean the polynomial "V" (a single variable term with implied coefficient 1), its degree is 1 because the highest exponent on the variable is 1.
How to find degree (quick guide):
- For a single-variable polynomial, the degree is the largest exponent on the variable with a nonzero coefficient (e.g., 4x^3 + 2x − 7 has degree 3).
- For a constant nonzero polynomial (e.g., 5), the degree is 0. The zero polynomial (0) is usually assigned no degree or sometimes −∞.
- For a multivariable polynomial, the degree is the largest sum of exponents in any single term (e.g., 3x^2y has total degree 3).
Send the polynomial you want and I’ll find its degree.
If you literally mean the polynomial "V" (a single variable term with implied coefficient 1), its degree is 1 because the highest exponent on the variable is 1.
How to find degree (quick guide):
- For a single-variable polynomial, the degree is the largest exponent on the variable with a nonzero coefficient (e.g., 4x^3 + 2x − 7 has degree 3).
- For a constant nonzero polynomial (e.g., 5), the degree is 0. The zero polynomial (0) is usually assigned no degree or sometimes −∞.
- For a multivariable polynomial, the degree is the largest sum of exponents in any single term (e.g., 3x^2y has total degree 3).
Send the polynomial you want and I’ll find its degree.
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