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Adding and Subtracting basic Integers

Adding and Subtracting basic Integers. Grade 3. The layout. 3 rd grade Arizona State Standards 3.OA.8 3.MP.1, 3.MP.2, 3.MP.4, 3.MP.5 3.NBT.2 Part 1: The Intro Part 2: Do it together Part 3 : Bringing it back Question of the Day:

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Adding and Subtracting basic Integers

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  1. Adding and Subtracting basic Integers Grade 3

  2. The layout 3rd grade Arizona State Standards 3.OA.8 3.MP.1, 3.MP.2, 3.MP.4, 3.MP.5 3.NBT.2 Part 1: The Intro Part 2: Do it together Part 3: Bringing it back Question of the Day: How can you use integers and number lines to solve equations?

  3. Part 1: The Intro

  4. What is an integer? • Integers are any whole number named on a number line. (0,1,2,3). • They also include numbers that are less than zero called Negative numbers which look like; -1, -2, -3. • Integers do not include fractions or decimals. • Negative numbers are numbers that we will discuss at another time but are important to acknowledge.

  5. Using a number line • To help understand integers we have used a variety of tools in the past, counting cubes, fingers, dots cards, hundred charts and number lines. • Today we will use the number line to help solve our equations.

  6. Number lines Using a number line helps show how positive and negative integers interact in order to solve an equation. For example: the equation 465- 33= x 465 is where we would start on the number line -33 is the integer we are taking away X is the integer we are solving for • Seeing this equation on a number line helps us to understand that by taking away 33, the difference is closer to the 0 point on the number line.

  7. So what does that all mean? When subtracting positive integers on a number line, we move from the larger number (minuend) and count back the number given (subtrahend) to arrive at the difference. Here is an example using subtraction an open number line. When adding positive integers on a number line, we move from one number (addend) and count forward the other number given (addend) to arrive at the sum. Here is an example using addition an open number line. http://www.slimber.com/index.php?image=adding-integers.g66474 (Hit play to watch) http://www.slimber.com/index.php?image=integers-subtraction.g66435 (Hit play to watch)

  8. Moving closer to zero When we subtract positive integers from one another we are moving closer to zero on the number line. Think of using a thermometer to find the temperature: As the weather gets cooler the reading on the thermometer becomes lower, closer to zero. As it gets warmer the reading moves up, away from zero. Just like integers on a number line.

  9. Part 2: Do it together

  10. Try these…. Create an open number line to solve the following equations: a. 829 - 56= ____ b. 1,125 - 251= ____ c. 73 + 320= _____ d. 2,332 + 171= _____ How did you do? • 773 • 874 • 393 • 2,503

  11. Work it out - 6 - 30 -20 773 803 823 829 -100 -25 -100 -25 -1 1,025 1,125 874 925 875 900 +20 +100 +100 +100 73 93 393 293 193 +100 +70 +1 2,332 2,502 2,432 2,503

  12. Part 3: Bringing it Back

  13. What do you know about integers? • Integers are whole numbers • They can be positive or negative numbers • Integers can be used on a number line • Adding moves the sum away from zero • Subtracting moves the difference closer to zero • Integers are not fractions or decimals

  14. Fun with Integers Can you figure out their mistakes? http://teachertube.com/viewVideo.php?title=Abbot_and_Costello_Maths_Problem&video_id=3963

  15. Finally! Can you answer the Question of the day? Question of the Day: How can you use integers and number lines to solve equations?

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