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A clock that gains 30 second every hour will gain how many minutes in a day?
Wiki User
∙ 14y ago
A clock that gain 30 second every hour will gain how many minutes in a day?
Wiki User
∙ 14y ago
ricardo arellano
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Grandma's clock gains 15 minutes every hour she begins at midday after dinner her clock reads 720 what is time on Grandma's clock?
8:35
I started my two clocks at the same. one is slow and loses 2 minutes every hour the other one is fast and gains 1 minute every hour. how long will it take for the faster clock to be 1 hour ahead?
20 hours because the fast clock technically gains 3 minutes every hour. An hour has 60 minutes, so if you divide that by 3 you get 20.
A clock shows the time as 6 am if the minute hand gains 2 minutes every hour. how many minutes will the clock gain by 9 pm?
according to the given condition : 6am to 9 pm=15 hrs in one hour the clock gain 2 mins therefore, let the clock gain a mins in 15 hours 1hour=2min 15hours=amins a=15x2 =30 mins ans:the clock will gain 30 mins in 15 hours
How many minutes of daylight do you gain per day?
Every Day the Earth gains more time. It is only about three minutes that are gained each day, after the winter solstice.
You find that your watch gains 2 minutes in 6 hours How much will it gain in 3 days?
The watch would gain 24 minutes in 3 days
Grandma's clock gains 15 minutes every hour she begins at midday after dinner her clock reads 720 what is time on Grandma's clock?
8:35
I started my two clocks at the same. one is slow and loses 2 minutes every hour the other one is fast and gains 1 minute every hour. how long will it take for the faster clock to be 1 hour ahead?
20 hours because the fast clock technically gains 3 minutes every hour. An hour has 60 minutes, so if you divide that by 3 you get 20.
A clock that gains 20 seconds an hour will gain how many minutes a day?
50 minutes per day.
If Watch 1 gains 1 hour every day and Watch 2 gains 20 minutes if both are set correctly at 900 AM on Monday when both be correct at the same time?
If it is a 12 hour clock then on 9 pm on the Tuesday of the sixth week they will both be correct.
A clock shows the time as 6 am if the minute hand gains 2 minutes every hour. how many minutes will the clock gain by 9 pm?
according to the given condition : 6am to 9 pm=15 hrs in one hour the clock gain 2 mins therefore, let the clock gain a mins in 15 hours 1hour=2min 15hours=amins a=15x2 =30 mins ans:the clock will gain 30 mins in 15 hours
A clock gains 0.25 seconds per minute how many seconds will the clock gain in exactly 180 days?
180 days is equivalent to 180 x 24 x 60 = 259200 minutes If the clock gains 25 seconds per minute then it will gain 25 x 259200 = 6480000 seconds. (This converts to 75 days)
How many minutes of daylight do you gain per day?
Every Day the Earth gains more time. It is only about three minutes that are gained each day, after the winter solstice.
a clock was set correctly to 12:00 .it gains exactly 20 mins every hour .it now shows 20:00 what is the correct time now?
5:20
Grans clock gains 15 mins every hour she sets it exacly at midday arter dinner her watch reads 720 what is the time on her clock?
Grans clock will say it isÊ9:10 PM when her watch says it is 7:20 PM. This is a fun math question to have kids complete.Ê
Why do you have to change the clocks time at all?
You may have to change the time on your clock for many reasons. The most common is probably daylight saving. Clocks may be a little fast or slow, eg. gains a second every 24 hours. Also some old-fashioned clocks may need to be winded regularly for the clock to work, and if you forget, it is taken for granted that you would like the correct time. Also, if, for example, your school bell times are important, you may change your clock to reflect the time of the bells.The only clock which doesn't need changing clock time is the atomic clock, because what it does is it measures some things in the air (octo-something) and it performs a complicated mathematical equation to figure out exactly what time it is.
The phase ten meters per second squared describes the?
The approximate acceleration of a body in freefall near the earths surface due to earths gravitational pull. The object in freefall gains 9.81 meters per second for every second that elapses (ignoring air resistance).
