Find the smallest square number that is exactly divisible by 2,3 and 9
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Question 891232: the smallest square number which is exactly divisible by 2,3,4,-9,6,18,36,60. However since this needs to be a square, all the terms should be squared.
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LCM of 2,3and9 = 18
since 18 is not a square number,
must be multiplied by the smallest number to make it a square
18=2×3×3
scince 2 is left unpaired 18 must be multiplied by 2 .
18×2=36
36 is the square of 6 .
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