'Nth degree polynomial' presentation slideshows

Maclaurin and Taylor Polynomials

Maclaurin and Taylor Polynomials. Objective: Improve on the local linear approximation for higher order polynomials. Local Quadratic Approximations.

767 views • 55 slides

Maclaurin and Taylor Polynomials

Maclaurin and Taylor Polynomials. Objective: Improve on the local linear approximation for higher order polynomials. Local Quadratic Approximations.

978 views • 55 slides

Maclaurin and Taylor Polynomials

Maclaurin and Taylor Polynomials. Objective: Improve on the local linear approximation for higher order polynomials. Local Quadratic Approximations.

671 views • 55 slides

Interpolation

Interpolation. Interpolation. Interpolation is important concept in numerical analysis. Quite often functions may not be available explicitly but only the values of the function at a set of points. . Interpolation. Interpolation is important concept in numerical analysis.

1.55k views • 54 slides

Interpolation

Interpolation. Interpolation. Interpolation is important concept in numerical analysis. Quite often functions may not be available explicitly but only the values of the function at a set of points. . Interpolation. Interpolation is important concept in numerical analysis.

1.28k views • 54 slides

3.1 Quadratic Functions

667 views • 30 slides

The Rational Root Theorem

The Rational Root Theorem. The Rational Root Theorem. Is a useful way to find your initial guess when you are trying to find the zeroes (roots) of the polynomial. THIS IS JUST A TEST NOT ANSWER. Example. Now. Check with division. Ex. Y = 2x 3 + 3x - 5. Try. y = x 3 +x 2 -17x+15.

422 views • 10 slides