at 12 o'clock all the hands on a clock are exactly inline what time does this next happen?

Answer 1

630 or is it 1201

Answer 2

From 12:00 to just before 12:00 the hands will be lined up 11 times in that 12 hour period. So they line up every 12/11 of an hour. This is equal to
1 1/11 hours = 1:05:27 3/11 = 1:05:27.272727...

Answer 3

1:05: 2:10 3:15 4:20 5:25 6:30 6:35 7:40 n so onnnnnnnnnnnnnnnnnnnnnnnnnn

Answer 4

the times at which this occurs are as follows:
a> 1:05:05
b> 2:10:10
c> 3:15:15
d> 4:20:20
e> 5:25:25
f> 6:30:30
g> 7:35:35
h> 8:40:40
i> 9:45:45
j> 10:50:50
k>11:55:55
l>12:00::00

Answer 5

1:05:27.27

Because for 12 hours there will be 11 times that these hands overlap. So,
12/11 = 1:05:27.27

Just add this time to 12:00:00

But you ask ALL the hands, so 12:00:00 again!

^_^

^_^

Answer 6

it happens again at 12:00
Because 1/11 of 12:00 would make the time at 1:05:27, therefore making the sweep second hand at 27 minute mark

Answer 7

It happens every 1 hour and 5 minutes and 27 seconds approximately.

It actually happens 11 times for each complete rotation of the hour hand, so it is every 12/11ths of an hour, which is 1h 05m 27.27273s

Answer 8

The exact answer is at 1 and 1/11 hours, 2 and 2/11, 3 and 3/11,.................11 and 11/11 = 12 o'clock.

Voila!

Answer 9

About 1:05 and 27.27(repeating) seconds, IF the clock's hands are perfectly calibrated

Answer 10

on a 12 hour clock, presumably, it would be at 1:05:27.272727... which is one eleventh ot twelve hours. Same basic formula as the synodic period of planets.

Answer 11

it happens 24 times a day i.e just before 5 past 1 ....10 past2 and so on