Adding fractions diff denominators
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The document provides steps for adding fractions with different denominators: 1) Write the fractions to be added 2) Multiply the denominators of the fractions 3) Cross multiply the numerators and denominators 4) Combine the resulting numerators and denominators The example shown applies these steps to add 2/4 and 1/3, resulting in the simplified fraction 5/6.
Adding fractions diff denominators
- 1. ADDING FRACTIONS WHEN THE DENOMINATORS ARE DIFFERENT
- 2. #1 Write the sum out 2 1 4 3
- 3. #2 Multiply the DENOMINATORS 2 1 4 3
- 4. #2 Multiply the DENOMINATORS 2 1 4 3
- 5. #2 Multiply the DENOMINATORS 2 1 4 3 12
- 6. #3 Cross Multiply 2 1 4 3 12
- 7. #3 Cross Multiply 2 1 4 3 12
- 8. #3 Cross Multiply 2 1 4 3 12
- 9. #3 Cross Multiply 2 1 4 3 12
- 10. #3 Cross Multiply 2 1 4 3 12
- 11. #3 Cross Multiply 2 3 1 4 12
- 12. #3 Cross Multiply 2 3 1 4 12
- 13. #3 Cross Multiply 2 3 1 4 12
- 14. #3 Cross Multiply 2 3 1 4 12
- 15. #3 Cross Multiply 2 3 1 4 12
- 16. #3 Cross Multiply 2 34 1 12
- 17. #3 Cross Multiply 2 3 4 1 12
- 18. #3 Cross Multiply 2 3 4 1 12
- 19. #3 Cross Multiply 23 4 1 12
- 20. #3 Cross Multiply 6 4 1 12
- 21. #3 Cross Multiply 6 41 12
- 22. #3 Cross Multiply 6 4 12
- 23. #4 Put the numerator and denominator together 6 4 12
- 24. #4 Put the numerator and denominator together 6 4 12
- 25. #4 Put the numerator and denominator together 6 4 12
- 26. #4 Put the numerator and denominator together 6 4 12
- 27. #4 Put the numerator and denominator together 6 4 12
- 28. #4 Put the numerator and denominator together 6 4 12
- 29. #4 Put the numerator and denominator together 64 12
- 30. #4 Put the numerator and denominator together 10 12
- 31. 2 4
- 32. 2 4
- 33. 2 1 4 3
- 34. 2 1 4 3
- 35. 2 1 10 4 3 12
- 36. Can it be simplified? 2 1 10 4 3 12
- 37. YES!! 2 1 10 5 4 3 12 6
- 38. AWESOME 2 1 5 4 3 6