1. Division of fractions Similar to multiplication except for one initial step.

2. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator

3. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator ** of course, if you have any mixed numbers, change them to improper fractions before you do anything…

4. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator ** of course, if you have any mixed numbers, change them to improper fractions before you do anything… EXAMPLE :

5. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator ** of course, if you have any mixed numbers, change them to improper fractions before you do anything… EXAMPLE :

6. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator ** of course, if you have any mixed numbers, change them to improper fractions before you do anything… EXAMPLE :

7. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator ** of course, if you have any mixed numbers, change them to improper fractions before you do anything… EXAMPLE :

8. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator EXAMPLE # 2 :

9. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator EXAMPLE # 2 :

10. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator EXAMPLE # 2 :

11. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator EXAMPLE # 2 :

12. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator EXAMPLE # 2 : EXAMPLE # 3 :

13. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator EXAMPLE # 2 : EXAMPLE # 3 :

14. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator EXAMPLE # 2 : EXAMPLE # 3 : 1 2

15. Division of fractions Similar to multiplication except for one initial step. STEPS : 1. Keep the first fraction the same 2. Change the division symbol to multiplication 3. Flip the second fraction ( reciprocal ) 4. Numerator time numerator, denominator times denominator EXAMPLE # 2 : EXAMPLE # 3 : 2 1

16. Division of fractions – Application The figure below has 7 equally spaced holes. To find the distance between equally spaced holes, we will take the total distance divided by the # of spaces between the equally spaced holes. This is found by taking the # of equally spaced holes minus 1 A

17. Division of fractions – Application The figure below has 7 equally spaced holes. To find the distance between equally spaced holes, we will take the total distance divided by the # of spaces between the equally spaced holes. This is found by taking the # of equally spaced holes minus 1 A

18. Division of fractions – Application The figure below has 7 equally spaced holes. To find the distance between equally spaced holes, we will take the total distance divided by the # of spaces between the equally spaced holes. This is found by taking the # of equally spaced holes minus 1 A

19. Division of fractions – Application The figure below has 7 equally spaced holes. To find the distance between equally spaced holes, we will take the total distance divided by the # of spaces between the equally spaced holes. This is found by taking the # of equally spaced holes minus 1 A

20. Division of fractions – Application The figure below has 7 equally spaced holes. To find the distance between equally spaced holes, we will take the total distance divided by the # of spaces between the equally spaced holes. This is found by taking the # of equally spaced holes minus 1 A

21. Division of fractions – Application The figure below has 7 equally spaced holes. To find the distance between equally spaced holes, we will take the total distance divided by the # of spaces between the equally spaced holes. This is found by taking the # of equally spaced holes minus 1 A

22. Division of fractions – Application The figure below has 7 equally spaced holes. To find the distance between equally spaced holes, we will take the total distance divided by the # of spaces between the equally spaced holes. This is found by taking the # of equally spaced holes minus 1 A

23. Division of fractions – Application The figure below has 7 equally spaced holes. To find the distance between equally spaced holes, we will take the total distance divided by the # of spaces between the equally spaced holes. This is found by taking the # of equally spaced holes minus 1 A

24. Division of fractions – Application The figure below has 7 equally spaced holes. To find the distance between equally spaced holes, we will take the total distance divided by the # of spaces between the equally spaced holes. This is found by taking the # of equally spaced holes minus 1 A