Homework: maintenance sheet due Friday

Slides:



Advertisements
Similar presentations
Real Numbers and The Number Line
Advertisements

The Real Number System. The natural numbers are the counting numbers, without _______. Whole numbers include the natural numbers and ____________. Integers.
Additive Inverse: Two numbers whose sum is 0 are additive inverses of one another. Example: 3/4 and – 3/4 are additive inverses of one another because.
Algebra 1 Chapter 1 Section 5.
Chapter 2.1 Rational Numbers and Chapter 2.2 Adding and Subtracting Rational Numbers.
The Real Number System.  Natural Numbers (AKA Counting Numbers): {1, 2, 3, 4, …}  Whole Numbers (Natural Numbers plus zero): {0, 1, 2, 3, …} NOTE: Both.
The Real Number System -13 O, 1, 2, 3… 1/ π.
Properties of Real Numbers Algebra A Unit 1, Lesson 4.
The Real Number System. Whole numbers Whole numbers Rational numbers Whole numbers Natural numbers Integers / ¾ 18% π √2√2 − ….
-(-7.2) 1-(-3) -9+(-4.5) (-3.4)(-2) -15/3 -2/5 + 3/-5
Section 2-8 Definitions Square root: = 6. Radical sign: This is a radical sign. Perfect square: 4, 9, 16, 25, … are perfect square numbers. Because 2*2=4,
Section 1-2 Classifying Numbers and the Number Line.
Real Number and the number Line. Number System Real numbers: is number that can be positive or negative and have decimal places after the point. Natural.
The set of real numbers consists of the set of rational numbers and the set of irrational numbers. Irrational numbersRational numbers Real Numbers Integers.
WARM UP 1 Write fractional notation for each number Write the decimal notation for 3 Calculate a b. 3 – 1.53 c x 1.8 d. 2.7 ÷
Properties of Real Numbers
(as opposed to fake numbers?)
Aim: How do we classify real numbers?
Day 4 – August 22nd Objective: Review number/term properties
Classifying Numbers, number lines, and <,>,=
(as opposed to fake numbers?)
Unit 1 Vocabulary Additive Inverse: Two numbers whose sum is 0 are additive inverses of one another. Example: 3/4 and – 3/4 are additive inverses of one.
(as opposed to fake numbers?)
(as opposed to fake numbers?)
(as opposed to fake numbers?)
Properties of Real Numbers
The Mysterious World of Number Identity…
Rational & Irrational Numbers
Rational & Irrational Numbers
All numbers that can be represented on a number line are called real numbers and can be classified according to their characteristics.
(as opposed to fake numbers?)
(as opposed to fake numbers?)
Warm-Up #12 (Monday, 9/28) 3 ∙ ∙ (2 5 − 125)
What do you know about the structure of the National Football League?
The Mysterious World of Number Identity…
Together, rational numbers and irrational numbers form this set.
(as opposed to fake numbers?)
(as opposed to fake numbers?)
(as opposed to fake numbers?)
8.1 Introduction to Radicals
(as opposed to fake numbers?)
The Real Number System Essential Question: -How do we classify as rational and irrational numbers?
The Real Numbers.
(as opposed to fake numbers?)
The Real Number System Essential Question: -How do we classify numbers as rational or irrational?
(as opposed to fake numbers?)
Objectives Evaluate expressions containing square roots.
Real Numbers: Number Systems
0-2 Real Numbers.
Real Numbers Natural Numbers Whole Numbers Integers Rational Numbers
(as opposed to fake numbers?)
(as opposed to fake numbers?)
Rational Numbers Objective:
Number Sets.
Natural Numbers The first counting numbers Does NOT include zero
(as opposed to fake numbers?)
Homework Due Friday.
Bell Work Write each of the following as a decimal or a fraction….
Turn in your homework! .
Homework Due Friday.
Turn in your homework! .
Bell Work Write each of the following as a decimal or a fraction….
(as opposed to fake numbers?)
The Mysterious World of Number Identity…
(as opposed to fake numbers?)
Homework Due Friday.
(as opposed to fake numbers?)
(as opposed to fake numbers?)
(as opposed to fake numbers?)
Homework Due Friday.
Presentation transcript:

Homework: maintenance sheet due Friday

Georgia Standards Of Excellence Learning Target: NS1: Computation with Rational Numbers (add & Subtract integers using a number line.)

Real Numbers- the set of all numbers Learning Target: Classifying Real Numbers

(Q) (Q’) Integers (Z) Whole (N0) Natural (N) Learning Target: NS1: Learning Target: Classifying Real Numbers )

Natural Numbers (N) “counting numbers” 1,2,3,….. Learning Target: NS1: Learning Target: Classifying Real Numbers

natural numbers and zero Whole Numbers N0 natural numbers and zero “0” Learning Target: NS1: Learning Target: Classifying Real Numbers

Learning Target: NS1: Learning Target: Classifying Real Numbers

Whole numbers and their opposites “positive and negative numbers” Integers (Z) Whole numbers and their opposites “positive and negative numbers” …-4,-3,-2,-1 Learning Target: NS1: Learning Target: Classifying Real Numbers

Rational Numbers (Q) Integers, fractions, perfect squares and cubes terminating and repeating decimals Learning Target: NS1: Learning Target: Classifying Real Numbers

Irrational Numbers(Q’) Cannot be expressed as a fraction, non-repeating and non-terminating decimals, non-perfect squares Learning Target: NS1: Learning Target: Classifying Real Numbers

Learning Target: NS1: Learning Target: Classifying Real Numbers

Learning Target: NS1: Learning Target: Classifying Real Numbers Term: Zero Pair Definition: Picture: Sentence: Examples: : 2 + (-2) = -7 + 7 = 𝟐 𝟑 + 𝟐 𝟑 = a pair of numbers whose sum is zero I have two dollars. I went to the candy store and spent two dollars. Now I have zero dollars.

Learning Target: NS1: Learning Target: Classifying Real Numbers Term: Additive Inverse Definition: Picture: Sentence: Examples: : What is the additive inverse of……..?   4 _____ -3 ______ 0 ______ -15 _______ The sum of a number and its opposite. The additive inverse is like an opposite. The sum of a number and its additive inverse is always zero.

NS1: Learning Target: Classifying Real Numbers

Adding and subtracting integers