FIND THE SMALLEST PERFECT SQUARE DIVISIBLE BY 6,9 AND 15.
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Step-by-step explanation:
LCM of 6,9 and 15 = 90 .
Resolving 90 into prime factor :-
90 = √2 × 3×3 × 5
90 = 3√10
Multiplying 90 into 10 = (90×10)
New number = 900
Hence the required smallest perfect square is 900
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