Presentation is loading. Please wait.

Presentation is loading. Please wait.

Classify the type of Number! Dr Andrew French. Not root of a polynomial equation with rational coefficients.

Published byAlexander Thompson Modified over 9 years ago

Similar presentations

Presentation on theme: "Classify the type of Number! Dr Andrew French. Not root of a polynomial equation with rational coefficients."— Presentation transcript:

1 Classify the type of Number! Dr Andrew French

2

3 Not root of a polynomial equation with rational coefficients

4

5 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

6 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

7 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

8 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

9 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

10 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

11 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

12 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

13 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

14 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

15 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

16 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

17 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

18 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

19 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

20 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

21 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

22 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

23 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

24 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

25 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

26 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

27 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

28 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

29 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

30 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

31 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

32 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex 12 3 = 1728

33 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

34 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

35 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

36 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

37 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

38 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

39 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

40 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

41 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

42 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

43 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

44 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

45 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

46 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

47 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

48 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

49 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

50 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex IMPORTANT UK energy consumption kWh/person/day UK population 2013 UK Government spending 2011 / £

51 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex

52 Classify the following numbers as: Natural Integer Rational Irrational Transcendental Complex PHYSICAL Mass of Earth /kg Radius of Earth /km Speed of sound in dry air at 20 deg C /ms^-1 Speed of light in a vacuum /ms^-1

Download ppt "Classify the type of Number! Dr Andrew French. Not root of a polynomial equation with rational coefficients."

Similar presentations

Notes 6.6 Fundamental Theorem of Algebra

Notes 6.6 Fundamental Theorem of Algebra
Scientific Notation.

Scientific Notation.
Give an example of… A Cubic Trinomial with 2 variables

Give an example of… A Cubic Trinomial with 2 variables
6.5 Theorems About Roots of Polynomial Equations Imaginary Roots.

6.5 Theorems About Roots of Polynomial Equations Imaginary Roots.
Introduction You have learned several methods for solving polynomial equations by determining the factors, but not all equations are factorable. In this.

Introduction You have learned several methods for solving polynomial equations by determining the factors, but not all equations are factorable. In this.
General Results for Polynomial Equations

General Results for Polynomial Equations
Chapter 5 Polynomials and Polynomial Functions © Tentinger.

Chapter 5 Polynomials and Polynomial Functions © Tentinger.
The Real Number System. Real Numbers The set of all rational and the set of all irrational numbers together make up the set of real numbers. Any and all.

The Real Number System. Real Numbers The set of all rational and the set of all irrational numbers together make up the set of real numbers. Any and all.
Obj: To solve equations using the Rational Root Theorem.

Obj: To solve equations using the Rational Root Theorem.
I am greater than my square. The sum of numerator and denominator is 5 What fraction am I?

I am greater than my square. The sum of numerator and denominator is 5 What fraction am I?
Section 5.5 Theorems about Roots of Polynomial Equations.

Section 5.5 Theorems about Roots of Polynomial Equations.
OUTLINE  Homework (and homework questions)  Ask any review questions you want  Review long division, solve by factoring and graphing calculators  BREAK.

OUTLINE  Homework (and homework questions)  Ask any review questions you want  Review long division, solve by factoring and graphing calculators  BREAK.
6-5 Theorems About Roots of Polynomial Equations

6-5 Theorems About Roots of Polynomial Equations
Rational Root and Complex Conjugates Theorem. Rational Root Theorem Used to find possible rational roots (solutions) to a polynomial Possible Roots :

Rational Root and Complex Conjugates Theorem. Rational Root Theorem Used to find possible rational roots (solutions) to a polynomial Possible Roots :
5.5 Theorems about Roots of Polynomial Equations P312-315.

5.5 Theorems about Roots of Polynomial Equations P
 Evaluate a polynomial  Direct Substitution  Synthetic Substitution  Polynomial Division  Long Division  Synthetic Division  Remainder Theorem 

 Evaluate a polynomial  Direct Substitution  Synthetic Substitution  Polynomial Division  Long Division  Synthetic Division  Remainder Theorem 
7.6 Rational Zero Theorem Algebra II w/ trig. RATIONAL ZERO THEOREM: If a polynomial has integer coefficients, then the possible rational zeros must be.

7.6 Rational Zero Theorem Algebra II w/ trig. RATIONAL ZERO THEOREM: If a polynomial has integer coefficients, then the possible rational zeros must be.
Standard Form Recap – Planetary Data Sun mass 2 000 000 000 000 000 000 000 000 000 000 kg.

Standard Form Recap – Planetary Data Sun mass kg.
Section 3.3 Theorems about Zeros of Polynomial Functions.

Section 3.3 Theorems about Zeros of Polynomial Functions.
Do Now What is the exact square root of 50? What is the exact square root of -50?

Do Now What is the exact square root of 50? What is the exact square root of -50?

Similar presentations

Ads by Google