Smallest number by which 6750 should be divided to get the perfect cube
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Here is your answer,
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Here is your answer,
Hope it helps.
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Resolve 6750 into prime factors
6750=2×3×3×3×5×5×5
In grouping the factors, we find that 2×2 is left out.
So, we divide 6750 by 2×2=4
Therefore, 6750 must be divided by 4 so that that the quotient becomes a perfect cube..
6750=2×3×3×3×5×5×5
In grouping the factors, we find that 2×2 is left out.
So, we divide 6750 by 2×2=4
Therefore, 6750 must be divided by 4 so that that the quotient becomes a perfect cube..
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