Name:Per:Date: Simplifying Fractions Homework 8/25 Name:Per:Date: Simplifying Fractions Homework 8/25 Here is your birthday cake. Every time you shade.

Slides:



Advertisements
Similar presentations
Introduction to Fractions
Advertisements

INTRODUCTION TO FRACTIONS
Equivalent Decimals & Fractions Comparing Fractions & Decimals Adding Fractions.
Adding and Subtracting Unlike Fractions 3.6. To add and subtract fractions with unlike denominators, first find a common denominator using one of these.
Click to start.
Subtraction Addition.
Fraction Notes.
Fractions, Decimals, & Percent Conversions
Created by Michele Hinkle. What fraction of the candy is orange? 3939 The number that tells how many equal parts are described is the numerator. The number.
Adding and Subtracting Fractions and Mixed Numbers April Ferrell 2006.
Emily had 3 apples. She cut one in half and ate one of the halves. How many apples are left?
Fractions Starter: Equivalent Fractions This chocolate bar has been cut in half In how many ways can you write ½ using different fractions?
Fraction Vocabulary.
Get ready to become an expert at adding fractions & mixed numbers!
WARM UP 8/28 Change these mixed numbers to improper fractions.
Fractions Workshop. How the teaching of fractions progresses throughout the school Children come from Year 2 being able to recognise simple fractions.
2 pt 3 pt 4 pt 5pt 1 pt 2 pt 3 pt 4 pt 5 pt 1 pt 2pt 3 pt 4pt 5 pt 1pt 2pt 3 pt 4 pt 5 pt 1 pt 2 pt 3 pt 4pt 5 pt 1pt Simplify All mixed up Vocab. AddingSubtract.
Chapter 7 Fractions.
Green Meadow Elementary
Fractions Vocabulary Review.
Change between Mixed #’s & Improper Fractions. Write each fraction in simplest form
Jeopardy! Fractions Review. $2 $5 $10 $20 $1 $2 $5 $10 $20 $1 $2 $5 $10 $20 $1 $2 $5 $10 $20 $1 $2 $5 $10 $20 $1 Naming Fractions Estimation & Number.
Rational Numbers & Equations
Dividing Fractions and Mixed Numbers Objective: Learn to divide fractions and mixed numbers.
Multiplying Fractions and Mixed Numbers 3 X 1. Step 1: Convert the mixed numbers to improper fractions. 3 = 7 X 3 = = 25 1 = 5 X 1 = = 8.
Keys To Multiplying Fractions
2 pt 3 pt 4 pt 5pt 1 pt 2 pt 3 pt 4 pt 5 pt 1 pt 2pt 3 pt 4pt 5 pt 1pt 2pt 3 pt 4 pt 5 pt 1 pt 2 pt 3 pt 4pt 5 pt 1pt Fractions and Sets Comparing Fractions.
Equivalent Fractions EQ: How do we know fractional parts are equivalent?
What is a fraction? A fraction is a part of a whole. The numerator is the top number that tells you how many parts there are. The denominator is the bottom.
SPI: (Decimals) SPI: (Fractions & Mixed Numbers) November 1, 2012.
Understanding Fractions By Bob Snyder Writing Fractions Fractions can be written two ways: 1.With a flat line - ⅝ 2.With a slanted line – 5 / 8.
Fractions. Vocabulary Denominator: The bottom number of a fraction that tells how many equal parts are in the whole Numerator: The top number of a fraction.
Fractions BROUGHT TO YOU BY POWERPOINTPROS.COM. What are fractions? A fraction is a part of a whole.
Fraction Jeopardy Mr. GriffenMr. DulinMrs. CampbellMrs. DiGennaroMrs. Cottrell
Fun with Fractions 5 th Grade Mathematics Ms. Epsaro Click to continue!
Addition and Subtraction of Fractions
Click to start Fractions 1 2 / 10 1 / 12 1/81/8 1 ½ 11 / / 60.
Fraction Notes Fraction Vocabulary Fraction - a number that stands for part of something. Denominator – the number on the bottom of a fraction; it tells.
Multiplication and Division of Fractions
FRACTION BASICS DAY 2 A MILLION BUZZARDS ARE WATCHING YOU TO SEE IF THEY CAN EAT YOU IF YOU PASS OUT DURING MATH CLASS.
Add (+), subtract (-), multiply (x) or divide mixed numbers.
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
© A Smith Who Wants to be a Millionaire? © A Smith Fractions 50: £1 Million £ £ £ £64000 £32000.
2 pt 3 pt 4 pt 5pt 1 pt 2 pt 3 pt 4 pt 5 pt 1 pt 2pt 3 pt 4pt 5 pt 1pt 2pt 3 pt 4 pt 5 pt 1 pt 2 pt 3 pt 4pt 5 pt 1pt Fraction Basics Compare and Order.
CPM Lesson During this lesson, you will create equivalent fractions by using the multiplicative identity.
Mathsercise-C Fractions Ready? Here we go!. Fractions Work out: x 4545 Give your answer in its simplest form Answer Question 2 When multiplying.
Course Multiplying Mixed Numbers 5-8 Multiplying Mixed Numbers Course 1 Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day.
What Are Fractions?.
 Compare each fraction ◦ 1/4 1/5 ◦ 3/8 5/6 ◦ 5/9 6/7  Review: 7 x (-4) =
Fractions Introduction and Review. Simplifying Fractions Divide the numerator (top) and denominator (bottom) by the same number Repeat, as needed 12 ÷
Fractions Unit 2 Understanding equivalent fractions.
INTRODUCTION TO FRACTIONS
Multiplying Fractions and Mixed Numbers
EQ: How do we know fractional parts are equivalent?
Equivalent Fractions A fraction shows:
Unit 4 Assessment 2017 Practice Problems.
Exploring Fractions created by Michele Hinkle.
What Are Fractions?.
Which picture shows equal parts? How many equal parts does it show?
Objective: You will learn how to convert improper fractions to mixed numbers by renaming fractional parts that represent a whole.
Review Questions 3rd NF.1.
Multiplying Mixed Numbers
3 ÷ ¼ = 12 Dividing Fractions
Multiplying Fractions and Mixed Numbers
Objective: Students will use fractions to name amounts greater than 1
Multiplying Fractions: Visual Fraction Models
Understanding Equivalent Fractions
What you need to know: It is required to know how to perform addition, subtraction, multiplication, and division with fractions. First, you understand.
Fractions Review.
Presentation transcript:

Name:Per:Date: Simplifying Fractions Homework 8/25 Name:Per:Date: Simplifying Fractions Homework 8/25 Here is your birthday cake. Every time you shade a piece, that means someone ate that piece. 1.) Please shade 4 pieces. Write a fraction for how many pieces are gone. ____________. Write in simplest form if possible _________. Write a fraction for how many pieces are still there. __________. Write in simplest form if possible ____________. 2.) Please shade 6 more pieces. Write a fraction for how many pieces are now gone. ____________. Write in simplest form if possible _________. Write a fraction for how many pieces are still there. __________.Write in simplest form if possible____________. 3.) Please shade 8 more pieces. Write a fraction for how many pieces are now gone. ____________. Write in simplest form if possible _________. Write a fraction for how many pieces are still there. __________.Write in simplest form if possible____________. 4.) Please come up with your own simplifying fraction problem. Here is your birthday cake. Every time you shade a piece, that means someone ate that piece. 1.) Please shade 4 pieces. Write a fraction for how many pieces are gone. ____________. Write in simplest form if possible _________. Write a fraction for how many pieces are still there. __________. Write in simplest form if possible ____________. 2.) Please shade 6 more pieces. Write a fraction for how many pieces are now gone. ____________. Write in simplest form if possible _________. Write a fraction for how many pieces are still there. __________.Write in simplest form if possible____________. 3.) Please shade 8 more pieces. Write a fraction for how many pieces are now gone. ____________. Write in simplest form if possible _________. Write a fraction for how many pieces are still there. __________.Write in simplest form if possible____________. 4.) Please come up with your own simplifying fraction problem.

Name:Per:Date: Multiplying Fraction 8/26/14. Name:Per:Date: 1.) Convert into an Improper Fraction. 2.) Convert into an Mixed Number. 3.)4.) 5.)6.) 7.) Ms. Salahshour is making her students donuts. Each batch calls for 2 ¾ sugar. She needs to quadruple the recipe to have enough donuts. How much sugar will she need? 8.) Mr. Cisneros is practicing for the long jump. His first jump was 5 ½ feet. His second jump was ¾ of his first jump. How far did he jump his second time? 1.) Convert into an Improper Fraction. 2.) Convert into an Mixed Number. 3.)4.) 5.)6.) 7.) Ms. Salahshour is making her students donuts. Each batch calls for 2 ¾ sugar. She needs to quadruple the recipe to have enough donuts. How much sugar will she need? 8.) Mr. Cisneros is practicing for the long jump. His first jump was 5 ½ feet. His second jump was ¾ of his first jump. How far did he jump his second time? Multiplying Fraction 8/26/14.

Name:Per:Date: Dividing Fractions 8/28/14. Name:Per:Date: 1.) Convert into an Improper Fraction. 2.) Convert into an Mixed Number. 3.)4.) 5.)6.) 7.) Consuelo made a batch of brownie batter that weighs 13 ½ ounces. Each cupcake needs 2 ¼ ounce of batter. How many cupcakes will come from this batch? 8.) It takes Jason 4 ½ minutes to run around the field once. If we time his run to be 23 minutes, how many times did he run around the track? Dividing Fractions 8/28/14. 1.) Convert into an Improper Fraction. 2.) Convert into an Mixed Number. 3.)4.) 5.)6.) 7.) Consuelo made a batch of brownie batter that weighs 13 ½ ounces. Each cupcake needs 2 ¼ ounce of batter. How many cupcakes will come from this batch? 8.) It takes Jason 4 ½ minutes to run around the field once. If we time his run to be 23 minutes, how many times did he run around the track?

Name:Per:Date: Equivalent Fractions 8/27/14. Name:Per:Date: Show your work on the back if necessary. Equivalent Fractions 8/27/14. 1.) Give at least two equivalent fractions of 3/5 2.) Draw the fractions 5/10 and 3/6: 3.)4.) True or False: (and explain) 3/4 < 3/8 5.) Sergio had a pizza that was divided into 8 equal slices. He ate 3 of them. John had a pizza of the same size divided into 4 slices. He ate 3 of them. Who ate more pizza? Why? 6.) Cisneros had a cake cut into 10 slices. He ate 4 of them. Write two different fractions that tell how much of the cake is left. 7.) Half of all 7 th graders at LVMS like to eat donuts. If Olsen has 28 students in one class, how many of them like to eat donuts? What about in Salahshour’s class of 22 students? 8.) Jenny put toppings on a salad. One fourth of the toppings were tomatoes and two eighths of the toppings were olives. Did she have more olives or more tomatoes? Explain. 3_ 8 __ 16 = 1.) Give at least two equivalent fractions of 3/5 2.) Draw the fractions 5/10 and 3/6: 3.)4.) True or False: (and explain) 3/4 < 3/8 5.) Sergio had a pizza that was divided into 8 equal slices. He ate 3 of them. John had a pizza of the same size divided into 4 slices. He ate 3 of them. Who ate more pizza? Why? 6.) Cisneros had a cake cut into 10 slices. He ate 4 of them. Write two different fractions that tell how much of the cake is left. 7.) Half of all 7 th graders at LVMS like to eat donuts. If Olsen has 28 students in one class, how many of them like to eat donuts? What about in Salahshour’s class of 22 students? 8.) Jenny put toppings on a salad. One fourth of the toppings were tomatoes and two eighths of the toppings were olives. Did she have more olives or more tomatoes? Explain. 3_ 8 __ 16 =