4. Find the smallest number by which 23814 mull
square. Find the square roet of the perfect square so, obtained.
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Answer: So the smallest numbers by which 23814 is divided to get its perfect square are 2 and 3. Step-by-Step Calculations: The very first step to the solution of this problem is to calculate the L.C.M of the number 23814 to achieve its prime factors. L.C.M of the number 23814 is; 23814 = 2*3*3*3*3*3*7*7 To make 23814 a perfect square, we've to divide 23814 with 2 & 3 because there are 2 pairs of number 3 and one pair of number 7 but 2 & 3 are the only unpaired numbers. 23814 (2*3) = 2*3*3*3*3*3*7*7 (2*3) 3969 = 3*3*3*3*7*7 Taking square root of 3969 will give us 63 which is equal to 3*3*7.
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