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At midnight on Sunday 31 December, two analogue clocks were set at the correct time.
One clock gains one minute every hour the other clock loses two minutes every hour.
(1) When will the clocks next show the correct time as each other ?
(2) When will the clocks both show the correct time ? GOOD LUCK
One clock gains one minute every hour the other clock loses two minutes every hour.
(1) When will the clocks next show the correct time as each other ?
(2) When will the clocks both show the correct time ? GOOD LUCK
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No best answer has yet been selected by jimmaboy. Once a best answer has been selected, it will be shown here.
For more on marking an answer as the "Best Answer", please visit our FAQ.Hi avatar- just done it in my head and I agree with 10 days for part (1). Initially I got exactly 10 days, but i was going off teh clock times not teh real time.
I did:
3 mins difference every hour.
72 mins gaps after 24 hours (1 day).
360 mins (6 hour) gap after 5 days
12 hour gap after 10 days.
I suppose clock A has gained 240 hours after 10 days. So it shows 4.00 am
Can't be bothered with last bit- oh I suppose it's 3 x as much (assuming it's a 12 hour clock not a 24 hour clock). So that's 12.00 noon on the 30th Jan
I did:
3 mins difference every hour.
72 mins gaps after 24 hours (1 day).
360 mins (6 hour) gap after 5 days
12 hour gap after 10 days.
I suppose clock A has gained 240 hours after 10 days. So it shows 4.00 am
Can't be bothered with last bit- oh I suppose it's 3 x as much (assuming it's a 12 hour clock not a 24 hour clock). So that's 12.00 noon on the 30th Jan
Oh : similar but fractionally different.
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