Find degree, leading coefficient, leading term, and constant term
The degree of a polynomial is determined by the highest power of x that has a nonzero coefficient. Leading zero coefficients do not count, because they do not actually contribute a term to the polynomial. Once the leading nonzero term is found, its exponent becomes the polynomial degree and its coefficient becomes the leading coefficient. These values help classify the polynomial and predict graph behavior.
Polynomial degree describes the largest power of x with a nonzero coefficient. It is one of the first features used to classify a polynomial and understand its behavior.
The highest-degree term after ignoring leading zeros.
The coefficient attached to the leading term.
The final coefficient in the list is the constant term.
If every coefficient is zero, the degree is undefined.
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