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If we multiply like bases, if we divide like bases…. Creating like-Bases. IF, IF , IF ………. What happens when we DON’T have like bases?. We know that…………. Couldn’t we replace/substitute this info into our original expression?. Now we have like bases and we could simplify…. Try……….
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If we multiply like bases, if we divide like bases…. Creating like-Bases IF, IF, IF……….
What happens when we DON’T have like bases? We know that…………
Couldn’t we replace/substitute this info into our original expression? Now we have like bases and we could simplify….
But what about…. There’s no way that 4 and 5 can be turned into like bases….. BUT……
They are BOTH cube rooted… And if we have like roots we can multiply/divide what’s inside.
BUT this can simplify…..maybe.Is there a cube of something that divides evenly into 80? Try……… 13 23 33 43
Try……… 14 24 34 44 Try………….
Try……… -15 -25 -35 -45 Try………….
We can rewrite it as… Radical Form… We can NOW divide 64 by 2..
We can rewrite it as… Try…. We can NOW divide 64 by 2..