If K is the sum of reciprocals of the consecutive integers from 53 to 58, inclusive, then K is closest in value to which of the following?  Choose the correct choice from the following options.
A) 1/12	B) 1/10	C) 1/8	D) 1/6	E) 1/10
1/53 , 1/54 , 1/55 , 1/56 , 1/57 , 1/58   Hypothetically , assume all 6 Numbers to be 1/53   Hence sum of it would result in = 6/53 ( almost equals 1/7 , or slightly less than 1/7 - )   If all 6 nos were to be 1/58 ... Sum of which would result in 6/58 = 1/10 .   Hence answer should lie between 1/7 and 1/10   1/10 i.e 1/10
<result>E</result>
If K is the sum of reciprocals of the consecutive integers from 53 to 58, inclusive, then K is closest in value to which of the following?