'Rational zeros theorem' presentation slideshows

Quadratic Functions

Quadratic Functions. Polynomial Functions & Graphs. Synthetic Divison. Zeros of Polynomial Functions. More on Zeros of Polynomials. Solving Inequalities. Quadratic Functions. Polynomial Functions & Graphs. Synthetic Division. Zeros of Polynomial Functions. More on

747 views • 74 slides

3.3

3.3. Dividing Polynomials. Long Division of Polynomials. Dividing polynomials is much like the familiar process of dividing numbers. When we divide 38 by 7, the quotient is 5 and the remainder is 3. We write. Long Division of Polynomials.

687 views • 64 slides

MAC 1140

MAC 1140. Final Exam Review. Information about the final exam. The final exam is comprehensive. Students who do not take the final exam will receive a zero for the final exam unless prior arrangements have been made for a rare incomplete.

746 views • 48 slides

MAC 1140

MAC 1140. Final Exam Review. Information about the final exam. The final exam is comprehensive. Students who do not take the final exam will receive a zero for the final exam unless prior arrangements have been made for a rare incomplete.

755 views • 48 slides

COLLEGE ALGEBRA

798 views • 46 slides

College Algebra K /DC Monday, 24 February 2014

College Algebra K /DC Monday, 24 February 2014. OBJECTIVE TSW (1) factor polynomials into linear factors, and (2) find all zeros of polynomials. ASSIGNMENT DUE WEDNESDAY (not tomorrow) Sec. 3.2: p. 327 (37-40 all, 53-58 all) QUIZ ON WEDNESDAY Sec. 3.2 only.

473 views • 34 slides

Dividing Polynomials

Dividing Polynomials. divisor. Dividing by a Monomial . If the divisor only has one term, split the polynomial up into a fraction for each term. Now reduce each fraction. 3 x 3. 4 x 2. x. 2. 1. 1. 1. 1. Long Division of Polynomials.

579 views • 27 slides

778 views • 26 slides

Plowing Through Sec. 2.4b with Two New Topics:

218 views • 21 slides

Sullivan Algebra and Trigonometry: Section 5.5 Real Zeros of a Polynomial Function

326 views • 18 slides

Jon Anderson Darren Wiberg

Synthetic Factoring: a Student centered approach in factoring trinomials. Jon Anderson Darren Wiberg. Factoring. Factoring is a difficult concept for Beginning and Intermediate Algebra students to understand and master

298 views • 18 slides

Chapter 3: Polynomial Functions

Chapter 3: Polynomial Functions. 3.1 Complex Numbers 3.2 Quadratic Functions and Graphs 3.3 Quadratic Equations and Inequalities 3.4 Further Applications of Quadratic Functions and Models 3.5 Higher Degree Polynomial Functions and Graphs

455 views • 18 slides

Activity 34

327 views • 18 slides

Warm Up

Warm Up. Compute the following by using long division. (You have 10 minutes and no calculators.) 1. 105/36 2. 210/ 82 3. 1956/ 15 4. 12350/ 27 5. 6239/ 18. 2.4. Real Zeros of Polynomial Functions. Division Algorithm for Polynomials. Remainder Theorem.

187 views • 18 slides

Sullivan Algebra and Trigonometry: Section 5.5 Real Zeros of a Polynomial Function

Sullivan Algebra and Trigonometry: Section 5.5 Real Zeros of a Polynomial Function. Objectives Use the Remainder and Factor Theorems Use the Rational Zeros Theorem Find the Real Zeros of a Polynomial Function Solve Polynomial Equations Use the Intermediate Value Theorem.

326 views • 14 slides

A 3 3.4 Zeros of Polynomial Functions

480 views • 13 slides

Today in Pre-Calculus

129 views • 12 slides

Activity 32:

Activity 32:. Real Zeros of Polynomials (Section 4.3, pp. 333-340). Rational Zeros Theorem:. If the polynomial has integer coefficients, then every rational zero of P(x) is of the form where p is a factor of the constant coefficient a 0 and q is a factor of the leading coefficient a n.

180 views • 11 slides