Exercise ID110

Algebra → Roots → Simplifying
[Level: ] [Number of helps: 1] [Number of pictures: 0] [Number of steps: 8] [Number of characters: 0]

Prove the truth of equation below.

a2b3·3b35a34·5a3b36=a22b8·3b2a212·825b324

a2b3·3b35a34·5a3b36=a22b8·3b2a212·825b324 a2b44·3·3b35a333·4·5a3b322·6=a22b33·8·3b2a222·12·825b324 a8b412·33b953a912·52a232b612=a623b324·32b4a424·2352b324 3352a8a2b93253a9b1012·=2332a6b42352a4b3b324 3a10b95a9b1012·=32a6b452a4b624 3a5b12·=32a252b424 3a5b12=3a5b22·12 3a5b12=3a5b12
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3a5b12=3a5b12
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