Lesson 2 – Adding Fraction Pictures

Slides:



Advertisements
Similar presentations
Subtracting Polynomials. Lets review Copy the following expressions and then write the opposite of each one. 1. 2y x 2 +5x m 2 -m+3.
Advertisements

FRACTIONS.
Adding and Subtracting Fractions with like Denominators
Working With Common Denominators By: Larry Wilson.
Comparing Apples with Apples I am learning to add and subtract fractions with unlike denominators. + = ?- = ? Before starting this lesson you need to be.
We have added and subtracted fractions. In this lesson we will multiply fractions. When we add and subtract fractions, we count how many of the same size.
Copyright ©, Long Beach Unified School District. All rights reserved. - Grade 2 MAP 2 D Trimester 2 Instructional Strategies Grade 2 Updated 6/10.
Lesson 1-2 Example Example 1 Show where you make cuts to create the unit fractions 1.Make one cut to create three equal parts. Shade one part. The.
Solving Equations with the Variable on Both Sides Objectives: to solve equations with the variable on both sides.
Distance between Points on a Coordinate Plane
“Working with Fractions” A Review of Addition and Subtraction CLICK HERE TO BEGIN.
Adding and Subtracting Integers “All things excellent are as difficult as they are rare” Spinoza.
Lesson 6.6:.  Sam is organizing her greeting cards. She has 8 red cards and 8 blue cards. She puts the red ones in 2 columns and the blue ones in 2 columns.
Solving Equations with the Variable on Both Sides
Fractions that Equal Whole Numbers
7.4 Rational Exponents. Fractional Exponents (Powers and Roots) “Power” “Root”
Simplest Fractions for Whole Numbers. Look at this picture. How many parts are in each group? Yes, 4. What’s the bottom number for the fraction shown.
Module 8 Lesson 7 & 8.
3 x 5 means… 3 “lots of” 5 3 x 5 means… 3 “lots of” = 15.
M4.A.3 Compute accurately and fluently and make reasonable estimates. M4.A.3.2 Compute using fractions or decimals (written vertically or horizontally.
ANGLES IN A TRIANGLE. Triangles are the simplest polygons with three sides and three angles. The sum of the three angles of a triangle is equal to 180.
Regrouping: Also known as FUNNY NUMBERS! How would you write 5 ones?5 x 1 = 5 How would you write 9 ones? 9 x 1 = 9 How would you write 11 ones? 11 x 1.
5th Grade Module 3 – Lesson 3
ARITHMETIC SEQUENCES These are sequences where the difference between successive terms of a sequence is always the same number. This number is called the.
MULTIPLYING AND DIVIDING FRACTIONS The Number System 1 © 2013 Meredith S. Moody.
Solving Linear Equations To Solve an Equation means... To isolate the variable having a coefficient of 1 on one side of the equation. Examples x = 5.
Divisibility Rules Presented By: Mr. Yarow.
Lesson 4-2: Solving Systems – Substitution & Linear Combinations
Introducing: first addend second addend sum HOW TO ADD FRACTIONS
Let’s Learn About Fractions! © Caitlin A. Conroy 2013.
Aim: How do we multiply monomials with polynomials? Do Now:
Greater than & Less than Fractions Standard 2.1: Numbers, Number Systems, and Number Relationships C. Represent equivalent forms of the same number through.
In this expression it means “How many one eighths are in three fourths?” In this lesson we will divide fractions. Let’s think about what dividing fractions.
4-6 Mixed Numbers and Improper Fractions Course 1 Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day.
Fraction Review!. Just for fun…Which is your favorite fraction? 1.1/2 2.1/3 3.1/4 4.1/8.
Lesson 8: I can add fractions to and subtract from whole numbers using equivalence and the number line strategies. 5th Grade Module 3 – Lesson 8.
Turn in your homework You need a pencil, paper, and the notes.
I can order halves, fourths & eighths Ordering Fractions That’s not quite what I mean. Oh…sorry. Somebody please explain.
Equations David Marx All rights reserved, What are they? An equation is a statement that contains two separate expressions separated by an equal.
Fractions Part Two. How many halves are in a whole? 2 1/2.
Equations With Fractions Lesson 4-6. Remember the Process: Isolate the variable Perform the inverse operation on the side with the variable. Perform the.
M 4 Lesson 22. Objective Solve additions with up to four addends with totals within 200 with and without two compositions of larger units. Note: Addends.
Adding Mixed Numbers Lesson 5-3:. Example #1: =
Fraction and decimal operation notes
Adding and Subtracting Fractions with like Denominators
Fractions: Addition & Subtraction
How much is one half of one half?
Subtracting Mixed Numbers
Fractions: Adding and Subtracting Like Denominators
Fractions Learning objective: To find ½ , ¼ and ¾ of a shape.
An Instructional Power Point by The Curriculum Corner
Adding integers.
Equations With Fractions
You will need some paper!
Using Rules to Subtract Integers
Doubles and Halves Lets learn all about it.
For example:
Equivalent Fractions: Creating Common Denominators
FRACTIONS, DECIMALS AND PERCENTS
Fractions: Adding and Subtracting Like Denominators
Greater than & Less than Fractions
Dividing a Whole Number by a fraction
Let's look at adding and subtracting fractions with the same denominators. Remember that fractions have a part-to-whole relationship. Look at the fraction.
What is the traditional method for multiplying fractions?
How much is one half of one half?
What are different ways to show fractions?
What happens when we multiply fractions?
How to use number lines to identify equivalent fractions.
Halves, Thirds and Fourths! Fraction Fantastic!
Presentation transcript:

Lesson 2 – Adding Fraction Pictures Study these 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

Now add the fractions for both pictures and write an equal sign Now add the fractions for both pictures and write an equal sign. Write the total number of fourths you get when you add both pictures together. Yes! If you add 3 and 3 you get 6 . 4 4 4 + = Here is a picture of what you get if you add 3 and 3 . 4 4 You get 6 . 4

Here’s a new problem. + On your scratch paper write a fraction for the first picture. Write a plus sign and write a fraction for the second picture. Check your work. + You get 1 5 . 3 3 +

Now add the fractions for both pictures and write an equal sign Now add the fractions for both pictures and write an equal sign. Write the total number of thirds you get when you add both pictures together. + Yes! If you add 1 and 5 you get 6 . 3 3 3 = Here’s a picture of what you get if you add 1 and 5 . 3 3 You get 6 . 3

Let’s try another problem. + On your scratch paper write a fraction for the first picture. Write a plus sign and write a fraction for the second picture. Check your work. + The fractions are 3 and 4 . 2 2

Now add the fractions for both pictures and write an equal sign Now add the fractions for both pictures and write an equal sign. Write the total number of halves you get when you add both pictures together. + Yes! If you add 3 and 4 you get 7 . 2 2 2 = Here’s a picture of what you get if you add 3 and 4 . 2 2 You get 7 . 2

One Last Problem. Study these pictures. On your scratch paper write a fraction for the first picture. Write a plus sign and write a fraction for the second picture. Check your work. + The fractions are 2 and 3 . 6 6

Now add the fractions for both pictures and write an equal sign Now add the fractions for both pictures and write an equal sign. Write the total number of sixths you get when you add both pictures together. Yes! If you add 2 and 3 you get 5 . 6 6 6 + = Here’s a picture of what you get if you add 2 and 3 . 6 6 You get 5 . 6

On your scratch paper write the fraction for each picture On your scratch paper write the fraction for each picture. Write the fraction for the total. (Remember to use the + and = signs.) 1. 2. 3. 4. + + + = + = + + + = + =

Check your work. + + 1. 2. 2 4 1 4 3 4 2 5 2 5 4 5 + = + = + + 3. 4. 2 2 3 2 5 2 1 2 3 2 4 2 + = + =