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Find the constant coefficients of the given polynomial function 2401

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Final answer:

The constant coefficient of the given polynomial function 2401 is the number 2401 itself, as it stands alone without any variable attached.

Step-by-step explanation:

The student you're helping is looking for the constant coefficients of a polynomial, which are the numbers that multiply the variable terms or stand alone as a term. For a standalone number such as 2401, this number is itself the constant coefficient of the polynomial, since it can be considered as 2401x^0 where x^0 equals 1 for any x not equal to 0. This means the polynomial function can be interpreted as f(x) = 2401, where 2401 is the constant term.

User OzBarry
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