'Polynomial equation' diaporamas de présentation

Quadratic Equation- Session1

Quadratic Equation- Session1. Session Objective. Definition of important terms (equation,expression,polynomial, identity,quadratic etc.). 2. Finding roots by factorization method . 3. General solution of roots . 4. Nature of roots.

876 views • 53 slides

Review 4.1-4.4

Review 4.1-4.4. Pre-Calculus. Factors, Roots, Zeros. For our Polynomial Function :. The Factors are: ( x + 5) & ( x - 3) The Roots/Solutions are: x = -5 and 3 The Zeros are at: (-5, 0) and (3, 0). Rearrange the terms to have zero on one side: . Factor: .

626 views • 53 slides

Success in Two-way/Dual Language Education: Models & Outcomes

570 views • 35 slides

Servo Motor Control

Servo Motor Control. Basic computer control of motor position and velocity. Reading. Chapter 12. watch the motor movement. http://www.youtube.com/watch?v=7coUcEHxnYA - notice the choppy movement between taught points

544 views • 34 slides

Section 2.3 Polynomial Functions and Their Graphs

Section 2.3 Polynomial Functions and Their Graphs. Smooth, Continuous Graphs.

556 views • 31 slides

Algorithms

Algorithms. BIT 1003- Presentation 4. DEFINITION OF AN ALGORITHM. An algorithm is a method for solving a class of problems. While computer scientists think a lot about algorithms, the term applies to any method of solving a particular type of problem.

431 views • 27 slides

Pre-Calculus

Pre-Calculus. Chapter 6 Additional Topics in Trigonometry. 6.5 Trig Form of a Complex Number. Objectives: Find absolute values of complex numbers. Write trig forms of complex numbers. Multiply and divide complex numbers written in trig form.

412 views • 20 slides

New calculation method of multiple gravitational lensing system

New calculation method of multiple gravitational lensing system. F. Abe Nagoya University. 18 th International Conference on Gravitational Microlensing , Santa Barbara, 21 st Jan 2014. Contents. Introduction Lensing equation Matrix expression Iteration Remaining problems Summary.

380 views • 17 slides

3.7 Investigating Graphs of Polynomial Functions

3.7 Investigating Graphs of Polynomial Functions. Objective : Students will be able to use properties of end behavior to analyze and describe graphs of polynomial functions. . Graphs of Polynomial Functions . Table on pg. 197 Vocabulary:

955 views • 16 slides

Polynomial Functions

Polynomial Functions. What are they?. Polynomial Functions. Transformations: are the same as transformations for any function y = a f(k(x-d)) + c Reflections occur is either a or k are negative a= vertical stretch by a factor of absolute a k= horizontal stretch by a factor of absolute k

274 views • 15 slides

A History of Complex Numbers

A History of Complex Numbers. subbie algebra April 2013. Square Roots of Negative Numbers?. The most commonly occurring application problems that require people to take square roots of numbers are problems which result in a quadratic equation.

3.54k views • 13 slides

6-5 Theorems About Roots of Polynomial Equations

6-5 Theorems About Roots of Polynomial Equations. Objectives. The Rational Root Theorem Irrational Root Theorem & Imaginary Root Theorem. The leading coefficient is 3. The constant term is 5. By the Rational Root Theorem, the only possible rational roots of the equation have

434 views • 12 slides

Graphing Polynomials

Graphing Polynomials. Algebra 2. Analysis of Graphs of Polynomials. Domain : the set on input values ( x ) Range : the set of output values ( y ) Represented as an interval. Analysis of Graphs of Polynomials. Increasing : where the graph is increasing when looked at left to right

337 views • 12 slides

Water Turbidity Meter

Course: Embedded Systems and Software 55:032 Instructor: Dr. Anton Kruger. Water Turbidity Meter. Abhijeet Kher Aakant Taurani. Why is measuring water turbidity important?. Particles can be suspended in water Test for water quality Clear water is not always clean water

647 views • 10 slides

Factoring by grouping

Factoring by grouping. MM1A2f: FACTOR Essential Question: What are my roots?. Warm-up: Factoring Practice x-factor: multiply to top #, add to bottom #. 1. 2 . 3 . 4 . -24. -36. 24. 7. -8. 3. -9. 4. 7. 1. -6. -4. -5. -5. 8. -10. 8 . 5 . 6 . 7. -18. 3. -21. 35. -3.

454 views • 9 slides

Polynomial Functions

224 views • 8 slides

Roots & Zeros of Polynomials I

Roots & Zeros of Polynomials I. How the roots, solutions, zeros, x -intercepts and factors of a polynomial function are related. Factoring Polynomials. Terms are Factors of a Polynomial if they equal the polynomial when multiplied together:. So, are Factors of . Factors as Products.

365 views • 8 slides

254 views • 6 slides

S e c t i o n 9 . 4

S e c t i o n 9 . 4. Solving Polynomial Equations in Factored Form. Algebra I Notes Section 9.4: Solving Polynomial Equations in Factored Form In this lesson we will learn how to solve quadratic and other polynomial equations in factored form.

171 views • 4 slides

Find all solutions of the polynomial equation by factoring and using the quadratic formula. x 3 + 27 = 0

1. 2. 3. 4. Find all solutions of the polynomial equation by factoring and using the quadratic formula. x 3 + 27 = 0. {image} {image} {image} {image}. Find all zeros of the polynomial P ( x ) = x 2 + 4 by factoring it completely. Choose the correct answer from the following.

187 views • 3 slides