Creating like-Bases

1. If we multiply like bases, if we divide like bases…. Creating like-Bases IF, IF, IF……….

2. What happens when we DON’T have like bases? We know that…………

3. Couldn’t we replace/substitute this info into our original expression? Now we have like bases and we could simplify….

4. Try………..

5. But what about…. There’s no way that 4 and 5 can be turned into like bases….. BUT……

6. They are BOTH cube rooted… And if we have like roots we can multiply/divide what’s inside.

7. BUT this can simplify…..maybe.Is there a cube of something that divides evenly into 80? Try……… 13 23 33 43

8. Try……… 14 24 34 44 Try………….

9. Try……… -15 -25 -35 -45 Try………….

10. We can rewrite it as… Radical Form… We can NOW divide 64 by 2..

11. We can rewrite it as… Try…. We can NOW divide 64 by 2..

12. We can rewrite it as… Simplifying Radicals And 8 can be rewritten as 23

13. Multiplying the powers we get… Which simplifies to…

15. We can rewrite it as… Simplifying Radicals

18. We can rewrite it as… Simplifying Radicals

20. We can rewrite it as… Simplifying Radicals

21. We multiply the 3x and the 2xz3

22. We multiply the 3x4 and the 2xz3