Lesson 2-2 Adding Integers

Nov 21, 2012

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Sports. A football team gains 6 yards on one play and loses 2 on the next. How many total yards have they gained?4Write a mathematical sentence describing this situation6 (-2)= 4A basketball team is winning by 9 points. The other team scores a two point basket. How much is the team winning by n

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Lesson 2-2 Adding Integers

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Lesson 2 – Adding Fraction Pictures

Study these pictures. Lesson 2 – Adding Fraction Pictures. On your scratch paper write a fraction for the first picture. Write a plus sign and write a fraction for the second picture. 3 + 3 4 4. Check your work. +. 3 3 . 4 4 .

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Adding Integers

Adding Integers. Created By: Jennifer Campbell. The Rules for adding integers are as follows: If the numbers have the same signs, add them and keep that sign. 2. If they have opposite signs, subtract and take the sign of the larger number. Click on the correct answer. [1] 7 + (-2) [A] 9.

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Adding Integers

5-Minute Check. Replace each

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Adding Integers

Adding Integers. Adding Integers. Assume there is a battle going on. The battle is between the good guys and the bad guys. If two good guys meet on the battle field, will they join forces, or will they fight? Of course, they will join forces to help each other out.

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Adding integers

It’s all about counting plusses and minuses. . Adding integers. Adding integers. If you think about adding integers as groups of plusses and minuses it’s not as confusing. - 9 + 6. Adding integers. Think of the problem as nine minuses and six plusses. - 9 + 6.

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Adding Integers

Adding Integers. Cornell Notes for September 2- September 3 . Do you remember what an Integer is ?. Integers are the set of whole numbers and their opposite: -5, -4, -3, -2, -1, 0, 1, 2, 3, 4, 5 …. So now that you remember…. We are going to do some magic and add and subtract them today.

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Adding Integers

Lesson 1.5. Adding Integers. What is the Definition of an opposite? Example If a car goes forward 20 ft and then backs up 20 ft, it ends where it started. Using opposite integers, you can represent this situation as 20 + (−20) = 0.

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Adding Integers

Adding Integers. 7 th Grade Math Objective: Students will learn the rules for adding integers. Vocabulary. Opposites Two numbers who have the same absolute value, but different signs Additive Inverse Two numbers that when added together have a sum of zero Also called “Zero Pairs”.

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Adding Integers

Adding Integers. Objective: Add integers. Adding Integers. Example 1 Find –2 + (-3). Adding Integers. Example 1 Find –2 + (-3). Start at zero. Move 2 units to the left. Then, move 3 more units to the left. Adding Integers. Example 1 Find –2 + (-3).

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Lesson 1.5 Adding Integers

Lesson 1.5 Adding Integers. Vocabulary. Absolute Value - The distance a number is from zero. *Always positive Example: |-9| = 9 |9| = 9 Opposites - Have the same absolute value but different signs. 6 and -6 are opposites -30 and 30 are opposites. Adding Integers Rule #1.

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Adding Integers

Adding Integers. The Bunny’s Back. Hops along a the number line to find the carrot 4 + 2. Words . When adding two positive numbers, add them together and your answer is positive. Bunny FUFU. Hops along a the number line to find the carrot -2 +(-7) -6 +(-3). Words.

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2-2 Adding Integers

2-2 Adding Integers. How can a number line help you add integers?. Add Integers on a Number Line. Find -2 + (-3) Start at zero. Move two units to the left. From there, move two units to the left. -2 + (-3) = -5. Adding Integers With the Same Sign.

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ADDING INTEGERS

ADDING INTEGERS. 6 TH GRADE MATHEMATICS. ESSENTIAL QUESTION. IS THE SUM OF TWO INTEGERS POSITIVE, NEGATIVE, OR ZERO? HOW CAN YOU TELL?. ADDING INTEGERS WITH COUNTERS. PENNIES: HEADS…………………….…….POSITIVE TAILS…………………………...NEGATIVE. SAME SIGN. USE PENNIES TO FIND -4 + -3

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2-2 subtracting integers

2-2 subtracting integers. By: The Great One, The Magnificent, The One and Only Wonderful Mr. Graham. REMEMBER ADDITION RULES. George says, If my signs are the same, add and keep the signs!!!!!!!!!!!!.

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Adding Integers

Adding Integers. Welcome to the world of integers! You are about to investigate 3 different ways to add integers. Use the “Left Arrow” to go back one page. Use the “Right Arrow” to go forward one page. Use the “Home” to go to the main menu. “Left Arrow”. “Home”. “Right Arrow”.

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Adding Integers

Adding Integers. Section 1.4. Objectives. Add positive and negative integers on a number line. (Gr. 6 NS 1.2) Add integers. (NS 1.2) Simplify expression by applying properties of rational numbers and justify the process used. (AF 1.3). Number Lines.

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Adding Integers

Adding Integers. Section 2.2 and 2.3. The Concept. Today’s subject is not new to you, but rather a revisiting of an important topic from years previous Understanding the adding positive and negative numbers (integers) is imperative to the process of solving basic algebraic equations.

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ADDING INTEGERS

ADDING INTEGERS. 1. POS. + POS. = POS. 2. NEG. + NEG. = NEG. 3. POS. + NEG. OR NEG. + POS. SUBTRACT TAKE SIGN OF BIGGER ABSOLUTE VALUE. Problem 1. -3 + 5 =. Problem 2. 5 + -3 =. Problem 3. -2 + -10 =. Problem 4. -3 + 8 =. Problem 5. -6 + 8 =.

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Adding Integers

Adding Integers. 2-2. Adding Integers. Course 2. Learn to add integers. 2-2. Adding Integers. Course 2. Review Find each absolute value. 1. |8| 2. | –6 | 3. | – 9| 4. | – 7| 5. | – 12| 6. |53|. 8. 6. 9. 7. 12. 53. 2-2. Adding Integers.

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Adding Integers

Adding Integers. By: Indiya Jackson. What Is Adding Integers?. To add integers with the same sign, as their absolute values.Give the result the same sign as the integer. What You Need to Know to Add Integers. Positive integers are all the whole numbers greater than zero 1,2,3,4,5 {examples}.

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Adding Integers

Adding Integers. - 6. - 5. - 4. - 3. - 2. - 1. 0. 1. 2. 3. 4. 5. 6. One Way to Add Integers Is With a Number Line. Start on 0 and go to the starting number. When the second number is positive count to the right. When the second number is negative count to the left. +. -.

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Adding INTEGERS

Adding INTEGERS. There are three appealing ways to understand how to add integers:. number line counters the rules. Using Number Line. Using Counters. Using the Rules.

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