08/13/2018 Ticket in the Door Agenda

Slides:

Advertisements

Similar presentations

Properties of Real Numbers. TYPES OF NUMBERS NATURAL  5, 3, 1, 700, 26 … positives, no fractions WHOLE  0, 1, 1052, 711, … naturals and 0 INTEGERS 

Advertisements

The Real Number System. The natural numbers are the counting numbers, without _______. Whole numbers include the natural numbers and ____________. Integers.

7.1 - Introduction To Signed Numbers

Chapter 2 Definitions Numbers such as 3 and -3 that are the same distance from 0 but on the opposite side of 0 are called opposites. The set of integers.

Chapter 1 Learning Target: 10

Operations: Add, Subtract, Multiply, Divide

1-2&1-3 Holt Algebra 1 Warm Up Lesson Presentation Lesson Quiz.

VOCABULARY. The set {0, 1, 2,….} Whole Numbers VOCABULARY Lines and sets that never end continue to… Infinity.

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.

2.1 The real #s and absolute value

Dividing Rational Numbers

Properties of Real Numbers

Inverses. Additive Inverse Inverses are related to the properties of real numbers. The additive inverse is the same number with the opposite sign – it.

Properties of Multiplication The properties for multiplying whole numbers are also true for multiplying fractions and whole numbers. (only 1 new property)

1)12 (–28) 2) –23 + (–15) 3) 28 ÷ ( –12) 4) 0.314, , 0.309, Warm-Up Simplify. Order the numbers from least to greatest ,0.309,0.3131,0.314.

1-1 Properties of Real Numbers

Properties of Real Numbers Algebra A Unit 1, Lesson 4.

-(-7.2) 1-(-3) -9+(-4.5) (-3.4)(-2) -15/3 -2/5 + 3/-5

Chapter 2 Properties of Real Numbers VOCABULARY. Absolute Value  The distance from zero on the number line and the point representing a real number on.

Algebra I Sections 2.2, 2.3, 2.5, 2.7. Properties of Addition Commutative Property a + b = b +a a + b = b +a 3 + (-2) = (-2) = Associative.

1–1: Number Sets. Counting (Natural) Numbers: {1, 2, 3, 4, 5, …}

1.2 Properties of Real Numbers Activity

1-4 Properties of Real Numbers. Properties 1.Additive Identity – the sum of any number and zero is equal to the number. a + 0 = a 2.Multiplicative Identity.

1-1 Properties of Real Numbers Big Idea: -Graph, order, identify, and use properties of real numbers.

FOCUS 5 PRE-ALGEBRA Rational Number Operations Multiplication & Division 7.NS.2.a, 7.NS.2.b, 7.NS.2.c, 7.NS.3, 7.EE.3.

7 th Grade Math Vocabulary Word, Definition, Model Emery Unit 1.

Lesson 5.3 The rational numbers. Rational numbers – set of all numbers which can be expressed in the form a/b, where a and b are integers and b is not.

INTEGERS Absolute Value Numbers and the Number Line Addition Subtraction Multiplication and Division Add/Subtract Matrices.

Front of Room Door Josh Edson. Warm Up 1) -(-7.2) = 3) 1 – (-3) = 2) (-3.4)(-2)= 4) Day 1: August 22 nd Objective: To graph and order real numbers To.

Properties of Real Numbers

WARM UP The least common denominator of the fractions and is

AGENDA TICKET IN THE DOOR TICKET IN THE DOOR

Adding, Subtracting, Multiplying, and Dividing Integers

Agenda Ticket in the Door Unit 1 Vocabulary Quiz Review (Kahoot!)

What are integers? Whole numbers Untouched

Chapter 1 Section 6.

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.

08/14/2017 Ticket in the Door Agenda

Positive x Positive = Positive Positive x Negative = Negative

Introduction to Integers and Absolute Value

08/23/2017 Agenda Ticket in the Door No Ticket in the Door

Adding and Subtracting Integers

Properties of Real Numbers

Halloween Warm-Up Ticket in the Door Agenda

Multiplying Integers.

The Equal Sign and Integers

Chapter 2.4/2.6 Notes: Multiplying and Dividing Real Numbers

Unit: Operations with Rational Numbers

Together, rational numbers and irrational numbers form this set.

Lesson 6-5 Pages Algebra: Solving Equations.

8.1 Introduction to Radicals

7th Grade Math Vocabulary

Algebra II September 2, 2011.

Ticket in the Door Format your paper for Cornell notes. Name, Date, Period, Topic/objective: multiplying integers, Essential question: How do.

Integers & Absolute Value

Equations and Inequalities

Rules for Multiplication and Division

Agenda After taking out your Avid Binder, Line book bags neatly along the back wall. Ticket in the Door (you may also use this time to study.

Homework: maintenance sheet due Friday

Scientific Notation (Get your Bell Work Books) (New Unit #3, Chapter #3)

Unit 2 Chapter 3 Real Numbers

Scientific Notation (Get your Bell Work Books) (New Unit #3, Chapter #3)

Homework Due Friday.

Number Systems Unit Review Day 1.

Lesson 3 Negative exponents

Ticket in the Door Current lesson Guided practice

Ticket in the Door Agenda -5(5-2)= 3(9+14) × (- 2 4 ) 6 3 ÷ 4 9

Take out your agenda and write your homework in it.

Agenda 08/16/2018 Ticket in the Door D.E.A.R.!!!

Presentation transcript:

08/13/2018 Ticket in the Door Agenda Format your paper for Your Cornell Notes on Unit 1 Vocabulary. D.E.A.R. 08/13/2018 Agenda Ticket in the Door Cornell Notes on Unit 1 Vocabulary E.Q. What are the vocabulary terms and their definitions in reference to unit 1: Operations with Rational Numbers? 4 Corners Homework: Study Cornell Notes for vocabulary quiz on Thursday and 4 & 5 speed drills on Friday.

Additive Inverse a.k.a. Additive Identity The opposite of a number

Multiplicative Inverse the reciprocal of a number. A reciprocal is one of a pair of numbers that when multiplied with another number equals the number 1.

Absolute Value the magnitude of a real number without regard to its sign. Hint: remove any negative sign in front of a number, and to think of all numbers as positive

integers

Long Division a way to solve division problems with large numbers

Rational numbers

Natural Numbers the positive integers (whole numbers) 1, 2, 3, etc., and sometimes zero as well.

number that is less than zero. Negative Numbers number that is less than zero.

Opposite Numbers the number on the opposite side of zero on the number line.

A number that is bigger than zero. Positive numbers A number that is bigger than zero.

Repeating Decimals a decimal fraction in which a figure or group of figures is repeated indefinitely.

Terminating decimal

Zero pair a pair of numbers whose sum is zero.