Given that a/b < 1, and both a and b are positive integers, which one of the following must be greater than 1?	Options:
A) a/b^2	B) a^2/b	C) a^2/b^2	D) b/a	E) √(a/b)
Since a/b is a fraction b must always be &gt; 1   Given -   Which one of the following must be greater than 1   We can get the result one only when the denominator in a/b ( Which is less than 1 ) becomes numerator..   Among the given options only (D) has the required characteristic we are looking for...   Hence answer will be (b/a)
<result>D</result>
Given that a/b < 1, and both a and b are positive integers, which one of the following must be greater than 1?