Find the cube root of 2744 by prime factorization method
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Answered by
17
2744
= 8x343
= 8x7x7x7
= 2x2x2x7x7x7
So, ³√(2744) = ³√(2x2x2x7x7x7)
Therefore,³√(2744) = 2x7 = 14
Hence, your answer is 14.
= 8x343
= 8x7x7x7
= 2x2x2x7x7x7
So, ³√(2744) = ³√(2x2x2x7x7x7)
Therefore,³√(2744) = 2x7 = 14
Hence, your answer is 14.
Answered by
28
Hallo.. let me calculate...
Hope it helps...☺
Hope it helps...☺
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