**Logic Thinking Riddle - 20 July**

I have a clock(12 hour format) and both the needles of clock overlaps at 12:00.

After how much time, they will overlap again ?

**For Solution :**Click Here

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I have a clock(12 hour format) and both the needles of clock overlaps at 12:00.

After how much time, they will overlap again ?

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Will overlap at many stages

ReplyDeleteclock timing when they will overlap again

01.05

02.10

03-15

04-20

05-25

06-30

07-35

08-40

09-45

10-50

11-45

and last again on 12 o'clock

The overlap does not happen exactly on 3-15, 4-20 or 5-25 and so on. For example at 3-15 the minute hand will be at 3 but the hour hand will move little ahead of 3. Same way at 6-30, the hour hand will be ahead of the minute hand, not overlapping. Formula for exact time for overlap is: 12n/11 n

Deleteexact aftr 12 hrs

ReplyDeletewrong answer.

Deleteafter 1 hour and 5 minutes.

1st time 01:05:04

ReplyDeleteGeneralised solution is 12n/11 n={1,2,3...}

1 hour and 5 or 6 minutes.

ReplyDeletejust after 1/999999999999 th seconds

ReplyDeleteAfter one Hour fifty minutes

ReplyDelete1hr 60/11 mins...

ReplyDeleteafter 1 hour and five minutes.

ReplyDelete