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Perfect square....

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Perfect square.... [#permalink] New post 29 Oct 2010, 07:07
I. A perfect square has an even number of each of its prime factors.
II. There are an odd number of possibilities for the number of occurrences of each odd prime factor of a perfect square.
III. The sum of the distinct even factors of a perfect square is even.
Pls provide example of each. Thanks in advance
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Re: Perfect square.... [#permalink] New post 09 Nov 2010, 10:15
I. A perfect square has an even number of each of its prime factors. -----> Ans 4 which has 2 even prime factors 2 & 2.

II. There are an odd number of possibilities for the number of occurrences of each odd prime factor of a perfect square. ---- Ans Not Possible

III. The sum of the distinct even factors of a perfect square is even.--->Ans 64, which has 3 even factors 2, 4 & 8 having sum as 14
Re: Perfect square....   [#permalink] 09 Nov 2010, 10:15
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