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Q: What percent is 2 hour to 1 day?
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Related questions

What percent of a day is half an hour?

1/48 of a day is roughly equal to 2 percent of a day


How much is a half of an hour equal to how much of a day?

Half of an hour = 1/2 hour...(1) Hours in a day = 24 hours and 1 hour = 1/24 day...(2) From the above two results, we get Half of an hour = (1/2)/24 day = 1/48 day


When its day light saving time does it subtract 1 hour from day or add 1 hour for day?

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Albert spends 2 hours a day on his homework and an hour playing video games What percent of the day is this?

12.5%


What fraction of a day is 1 hour 12?

1/2 hope that helped


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he was a professor for 1 day 1 hour 2 minutes and 0.3 seconds


What is the percent form of 1 2?

the percent form of 1 2 is 50 percent.


What is the productivity for an 8 hour day if it take you 2 hour to fix a problem?

Given: 8 hours per day 2 hours per problem 8 hrs/day X 1 problem/2 hours = 4 problems/day One can produce four "fixes" per day.


What will happen if I run for 1 hour every day for 2 weeks?

running gets easier to do


Imagine an analog clock set to 12 o'clock Note that the hour and minute hands overlap. How many times each day do both the hour and minute hands overlap How would you determine the exact times?

The hands do not overlap between 11 to 12, so only 22 overlaps per day. --------------------------------- 1 of 2: Cjcarr2000 answer: --------------------------------- It occurs 12 times a day Overlap Time = Hour : (Hour * 5) 12:00, 1:05, 2:10, 3:15, 4:20, etc. --------------------------------- 2 of 2: Stormnoone answer: --------------------------------- It occurs 22 times a day. (as Digbybare said, and not 24 as i was said at first) Exact times = Hour : ( Hour * 65 / 12 ) that is, when it is "1:05", the hour hand has moved from '1' to '2' (that total distance is 5 minutes) as the minute hand has moved from '12' to '1' (that is exactly 5 minutes, or Hour * 5); so the Hour hand must has moved "Hour / 12" of the 5 minutes: = Hour : [ (Hour * 5) + (Hour / 12) * 5 ] = Hour : [ (Hour * 5) + (Hour * 5) / 12 ] => we take out the common (Hour * 5) = Hour : [ (Hour * 5) * (1 + 1/12) ] = Hour : [ (Hour * 5) * 13/12 ] = Hour : (Hour * 65/12). ------------------------- So the Successive exact time should be 1 : ~5.4 2 : ~10.8 3 : 16.25 4 : ~21.67 5 : ~27.08 6 : 32.5 ......,and so on.