If K is the sum of reciprocals of the consecutive integers from 23 to 28, inclusive, then K is closest in value to which of the following?	Options:	A) 1/12	B) 1/10	C) 3/14	D) 1/8	E) 1/4
1/23 , 1/24 , 1/25 , 1/26 , 1/27 , 1/28   Hypothetically , assume all 6 Numbers to be 1/23   Hence sum of it would result in = 6/23 ( almost equals 1/4 , or slightly more than 1/4 - )   If all 6 nos were to be 1/28 ... Sum of which would result in 6/28 = 3/14 .   Hence answer should lie between 1/4 and 3/14   i.e 0.25 &gt; 0.21   3/14
<result>C</result>
If K is the sum of reciprocals of the consecutive integers from 23 to 28, inclusive, then K is closest in value to which of the following?