The determinant of a Vandermonde matrix is usually called one of these things.
The determinant of a Vandermonde matrix is usually called one of these things. Power sums are related to "symmetric" varieties of these things by the Newton identities. The solutions of these things can be quickly tested with Horner's method. The elementary symmetric function for these things are defined by Vieta's formulas. Their types of solutions can be determined by using (*) Descartes's rule of signs. A complex solution to these functions always exists according to the fundamental theorem of algebra. Their degree is equal to their number of roots. For 10 points, name these functions that consist of a sum of variables raised to non-negative integer powers and multiplied by coefficients, such as cubics and quadratics.
The determinant of a Vandermonde matrix is usually called one of these things.
polynomials [prompt on functions until it is read]