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Bisection
  Applies the bisection procedure to find a root of a polynomial.
2025.Feb.16 17:11:17
xL, xR Values between which the root is known to lie.
n Degree of the polynomial. •
C(0..n) Coefficients of the polynomial (see below). •
tol Tolerance for (final) x interval. •
Show values Shows the coordinates of the graph. •
  Applies the bisection procedure to find a root of a non-linear equation, a polynomial, y = Σi=0n ci xn−i (= 0).
  In this method, the values xL and xR must bracket the root.
  A graph is made for the curve.
  This example is mostly to make the method available.
References: Plate Bis08321

• Weisstein, Eric W., "Bisection", from MathWorld —a Wolfram Web Resource (2008-03-20).

• 1768-03-21: Fourier, Jean Baptiste Joseph.

 
 
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Created: 2008-03-21 — Last modified: 2008-03-21