11 O'clock and 12 O'clock

[sanju09]

How often between 11 O'clock and 12 O'clock are the hands of the clock together at an integral number value?
A. 55
B. 56
C. 60
D. 4
E. 5


OA E

[m&m]

integral in terms of minutes or hours?...

For example at 11:00 the hands are either 1hour apart (in terms of hours) or 5 minutes apart (in terms of minutes)

Good question though....

[dumb.doofus]

Looks too simple to me or maybe I am missing something.. .. in terms of the answer..

well, there are 5 integral divisions between 11 and 12.. so at only these divisions would you get an integer difference..
values are:
11:00, 11:12, 11:24,11:36,11:48 and 12:00

if we dont include 11 then the answer seems 5 else it seems 6 to me..

thoughts?

[sanju09]

integral in terms of minutes or hours?...

For example at 11:00 the hands are either 1hour apart (in terms of hours) or 5 minutes apart (in terms of minutes)

Good question though....

Integral in terms of number of meetings