the earth.
Calanders are based on the revolution of the earth around the sun.
They are all increments of units of time: 12 months in a year 60 minutes in an hour 60 seconds in a minute 7 days in a week 365 days in a year
To work this out we need to convert minutes into years, so that everything in the question uses the same units. There are 60 minutes in an hour, 24 hours in a day, and roughly 365.25 days in a year. This means each year has 525,960 minutes. 1,000,000/525,960 = 1.90... So you were 1 year old by the time you had lived one million minutes.
You would earn 2000 currency units.
1. Find the difference between the two years (+128) 2. Divide the difference by your first year's number (128/36 = 3.55) 3. You have a YOY increase of 355%!
Years are defined as the amount of time it takes to go all the way around our sun.
Calanders are based on the revolution of the earth around the sun.
Rotation . . . . . the "Day" Revolution . . . . the "Year"
The proper motion of a star or object is measured by its angular change in position on the sky over time, typically in units of arcseconds per year. This motion is caused by the true motion of the star through space, as well as the motion of Earth around the Sun.
Units of time - century, year, month, week, day, hour, minute, second.
The day is a natural length based on the turning of the earth, and so is the year; but the other units of time, seconds, minutes, hours and months, are all arbitrary human creations.
Typically, one year of college equates to about 30 semester units, assuming you are enrolled full-time and complete two semesters. Each semester usually consists of around 15 units, depending on the specific courses taken. However, the exact number may vary based on the institution's curriculum and your course load.
A year is a unit of time. An astronomical unit is a unit of distance. The two units are therefore incompatible.
a year
A metre is a unit of distance. A year is a unit of time. The two units are therefore incompatible.
You can't just convert between units of length and units of time. Unless it's a speed problem; in this case use the formula: distance = speed x time
There are many more than four units of time. Here are a dozen of them: -- picosecond -- microsecond -- second -- minute -- hour -- day -- week -- fortnight -- year -- decade -- century -- millennium