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Algebra
Level
2
find a least perfect square number which is also a perfect cube number & divisible by
The answer is 729.
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1 solution
If a number should be divisible by 3 and it must be perfect square and perfect cube, the number must be a power of 3.
Since 2 7 2 = 9 3 =729
Therefore he least perfect square number which is also a perfect cube number &
divisible by 3 is 7 2 9