prove that 3√8 + 3√27 - 3√8x27
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Step-by-step explanation:
Explanation:
(827)−23
=(278)23
The prime factorization of 27 and 8 is:
27=9×3=3×3×3=33
8=4×2=2×2×2=23
Substituting the factorization on the above fraction we have:
(278)23
=(3323)23
=((32)3)23
Applying the property of power of a power that says:
(an)m=am×n
((32)3)2
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