find the smallest number by which 3645 must be divided so that it becomes a perfect square .also find the square also find the square root of the resulting number
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Answered by
2
devide by 5
√729 = 27
√729 = 27
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Answered by
3
Hi . dear Here is your answer...
3645=5*3*3*3*3*3*3
arranging these prime factors into pairs
3645=(3*3)(3*3)(3*3)*5
We get that only 5 doesnt exist in pair
So,the smallest number that should be divided from 3645 to make it a perfect square is 5
3645÷5= 729
hence... the resulting number is 729
√729=27
so ... 27 is the square root of resulting number 729 .
Regards Brainly Star Community
#shubhendu
3645=5*3*3*3*3*3*3
arranging these prime factors into pairs
3645=(3*3)(3*3)(3*3)*5
We get that only 5 doesnt exist in pair
So,the smallest number that should be divided from 3645 to make it a perfect square is 5
3645÷5= 729
hence... the resulting number is 729
√729=27
so ... 27 is the square root of resulting number 729 .
Regards Brainly Star Community
#shubhendu
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