" The Fundamental Theorem of Algebra says that a polynomial of order n has n of these, and for order two polynomials, they can be found with the quadratic formula.
Cardano's method is used to find these, and Vieta's formulas give results for summing and multiplying over all of these values. Repeatedly subtracting the quotient of a function and its derivative is used in Newton's Method for approximating these. Another formula for finding these involves the discriminant "b squared minus 4ac." The Fundamental Theorem of Algebra says that a polynomial of order n has n of these, and for order two polynomials, they can be found with the quadratic formula. For 10 points, name these values that when input to a polynomial result in an output of zero.
Cardano's method is used to find these, and Vieta's formulas give results for summing and multiplying over all of these values.
polynomial {roots} [accept {zeros} before it is read]