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All About Fractions By: Dalton and Carter. Chapter 1. Adding & Subtracting With Common Denominators Chapter 2. Dividing Fractions With Reciprocals Chapter.

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Presentation on theme: "All About Fractions By: Dalton and Carter. Chapter 1. Adding & Subtracting With Common Denominators Chapter 2. Dividing Fractions With Reciprocals Chapter."— Presentation transcript:

1 All About Fractions By: Dalton and Carter

2 Chapter 1. Adding & Subtracting With Common Denominators Chapter 2. Dividing Fractions With Reciprocals Chapter 3. Multiplying Fractions Chapter 4. Reducing Chapter 5. Mixed Numbers & Improper Fractions Chapter 6. Review-Word Problems Table of contents

3 Adding And Subtracting With Common Denominators

4  the common denominators you multiply 4 and 5 together. 4x5=20 so 20 would be your common denominator. Since you multiplied the 5 by 4 you have to multiply 4 by 4. 4x4=16 so 16 is your new numerator. Since you multiplied 4 by 5 you have to multiply 3 by 5. 3x5=15 so that is the new numerator.

5  1. 6/7 – 1/2 2. 3/5 + 2/3 3. 8/15 – 4/12 4. 7/11 + 6/12 5. 8/13 -5/10 6.8/12 -6/9 7.4/5 -3/4  8.4/5 +3/4 9. 6/7 + ¾ 10. 5/6 +2/3 Practice Adding /Subtracting

6 Dividing With Reciprocal

7 Practice Problems

8 Multiplying Fractions

9  1. 1/2 x 2/3 2. 2/3 x ¾ 3. ¾ x 4/5 4. 4/5 x 5/6 5. 5/6 x 6/7 6. 6/7 x 7/8 7. 7/8 x 8/9 8. 8/9 x 9/10 9. 9/10 x 10/11 10. 10/11 x 11/12 Practice Problems

10  To reduce fractions you find the greatest common factor and divide both the numerator and denominator by that number. For example Reducing Fractions

11  1. 2/4 2. 6/9 3. 2/6 4. 2/12 5. 12/24 6. 6/18 7. 18/20 8. 16/18 9. 10/24 10. 6/24 Practice Problems Reducing

12 Mixed Numbers And Improper Fractions

13  1. 6/5 2. 8/4 3. 3/2 4. 7/3 5. 24/10 6. 9/7 7. 12/5 8. 4/3 9. 5/1 10. 9/3 Practice Problems

14  Section 1.  1.5/14 2. 1 and 4/15 3. 1/15 4. 1 and 3/22 5. 3/26 6. 0  7. 1/20 8. 1 and 11/20 9. 1 and 17/28 10. 1 and ½  Section 2.  1. 1 and 1/18 2. 1 and 1/19 3. 1 and 1/14 4. 1 and 1/20 5.1 and 1/27 6. 1 and 1/35 7. 1 and 1/44 8. 1 and 1/54  9. 1 and 1/65 10. 1 and 1/77 Answer Sheet

15  Section 3.  1. 1/3 2. ¾ 3. 3/5 4. 2/3 5. 5/7 6. ¾ 7. 7/9 8. 4/5 9. 9/11 10. 5/6  Section 4.  1. 1/3 2. 2/3 3. 1/3 4. 1/6 5. ½. 6. 1/3 7. 9/10 8. 8/9 9. 5/12 10. ¼   Section 5.  1. 5/6 2. 4/8 3. 2/5 4. 3/7 5. 10/24 6. 7/9 7. 5/12 8. ¾ 9. 1/4 10. 3/9

16  Section 6  1. 3/16 2. 10 and ½ 3. 2/3 4. ½ 5. ¼ 6. 5/18 7. 11 and ¼ 8. 4/12 9. 2/3 10. no

17  Improper Fraction- A fraction whose numerator is equal to or larger than the denominator.  Mixed Numbers- A number that contains an integer and a fraction.  Addition- The operation of combining numbers so you can obtain an equivalent simple quantity.  Subtraction- The operation of taking an amount away from another number.  Multiplication- The operation of adding an integer to itself a multiple number of times. Glossary

18  Division- To separate into two or more parts, areas, or groups.  Operation- Performance of practical work or of something involving the practical application of process.  Reciprocal- The acting of changing the numerator to the denominator.  Reduce- To narrow the size of a number or a fraction.  Common Denominator- You find the greatest common factor of the two denominators. Glossary

19 Reduce- pg. 10 Mixed Numbers/ Improper Fractions- pg 11 Reciprocals- pg. 6 Common Denominators- pg. 3 Adding-pg. 3 Subtracting-pg. 3 Multiplying- pg. 8 Dividing- pg. 6 Word Problems- pg. 13,14,15 Index


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