SOLUTION: What is the smallest positive divisor greater than 1 of a composite number X from the following: (i) < {{{ sqrt( X ) }}} (ii) = {{{ sqrt( X ) }}} (iii) > {{{ sqrt( X ) }}} (

Algebra ->  Test  -> Lessons -> SOLUTION: What is the smallest positive divisor greater than 1 of a composite number X from the following: (i) < {{{ sqrt( X ) }}} (ii) = {{{ sqrt( X ) }}} (iii) > {{{ sqrt( X ) }}} (      Log On


   

Question 1184159: What is the smallest positive divisor greater than 1 of a composite number X from the following:
(i) < +sqrt%28+X+%29+
(ii) = +sqrt%28+X+%29+
(iii) > +sqrt%28+X+%29+
(iv) <= +sqrt%28+X+%29+
Answer by ikleyn(52778) About Me  (Show Source):
You can put this solution on YOUR website!
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What is the smallest positive divisor greater than 1 of a composite number X from the following:
(i) < +sqrt%28+X+%29+
(ii) = +sqrt%28+X+%29+
(iii) > +sqrt%28+X+%29+
(iv) <= +sqrt%28+X+%29+
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The smallest positive divisor greater than 1 of a composite number X is lesser than or equal to   sqrt%28X%29.

It is as clear as   2 x 2 = 4.


This belongs to the category of obvious truths.