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Q: A watch loses 0.15 second every minute How many minutes will the watch lose in 1 day?
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If a watch loses 2 minutes every 15 hours how much time will it lose in 2 hours?

4/15 of a minute


If A clock loses 4 minutes every day How many seconds does the clock lose in 1 minute?

Answer: 1/6 of a second is lost per minute. Explanation as well as checking of the answer. It loses 4 min per 24 hours which is 4/24 or 1/6 of a minute lost per hour 1/6 of a minute is 10 seconds since there are 60 seconds in a minute 10 seconds is lost per hour and 1 minute is 1/60 of an hour since there are 60 minutes in an hours so 10 sec x 1/60 is 10/60 or 1/6 of a second lost per minute Now let's check the answer. 60 min per hour x 24 hours is 1440 minutes per hours. 1/6 of second per minute x 1440=240 second lost per day which is 4 minutes.


What is wrong with this sentence Every ten minutes someone travelling in America loses their cash?

Every ten minutes someone travelling in America loses his or her cash.


A watch loses 2 minutes every 15 hours How much time will it lose in 2 hours?

A watch loses 2 minutes every 15 hours how much time will it lose in two hours?


A watch loses 0.15s every minute how many minutes will the watch lose in one day?

First you calculate hoe many minutes are i one day, witch is 60 minutes times 24 hours and it's going to be 1440 minutes. Then you 0,15 multiply 1440 and divide by 60. The answer is 3.6 min Am I wrong?


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.


If a train is running 4 minutes late and losing 4 seconds per minute how many more minutes will it take for the train to be running half an hour late?

The train is running 4 minutes late. It "needs" to be running 1/2 hours, or 30 minutes late. So it needs to lose 26 minutes, or 26*60 = 1560 seconds. It loses 4 seconds per minute. So it loses 1560 seconds in 1560/4 = 390 minutes = 61/2 hours.


How long will it take for a sink to fill if it empties in 4 minutes and fills in 3 minutes?

Fills in 3 minutes ===> gains 1/3 sink per minute. Empties in 4 minutes ===> loses 1/4 sink per minute. With faucet and drain open simultaneously, gain is [ (1/3) minus (1/4) ] sink per minute = (4/12) - (3/12) = 1/12 sink per minute. Time to gain 1 whole sink = 1/(1/12) = 12 minutes to fill.


In general a clock that loses 1 second every hour is more accurate than clock that is a second slow but keeps consistent time?

false


Are Pulsar watches good and accurate?

Mine loses a second in every 24 hours. I have Pulsar Kinetic YT57.


What would happen if you lost a few red blood cells?

One loses 'a few red blood cells' every minute. They wear out, or bleed out, etc., and are replaced.


The energy of a certain particle is 3.86 joueles if this particle loses 0.105 joule of energy every 30 seconds what will its energy be after 8 minutes?

2.18J