Diamond Enthusiast

|
The mass of the earth is some 5.97 x 10 24 kg 100 tons per day = 90,000 kg/day (approx) Let's say 90,000 kg have been added daily over the course of 4.5 billion years (the suspected age of our planet). Forgetting leap years, this is: 90,000 kg/day x 365 days/year x 4.5 billion = 1.5 x 10 17 kg What fraction is this of the earth's mass? (1.5 x 10 17 kg)/(5.97 x 10 24 kg) or, roughly, 2.5 x 10 -8 = .000000025 or about 1/40 millionth of the mass. Info extracted from the Vanderbilt University Physics Department website at http://www.physics.vanderbilt.edu/astrocourses/AST101/homework/hw3key.html
|
| |
| Posts: 7929 | Location: in the backwoods of North Carolina | Registered: 06-07-02 |    |
|
Bronze Enthusiast
|
quote: Originally posted by coldfuse: "...about 1/40 millionth of the mass."
Well, that puts the kibosh on my plans to acquire real estate to be sold as time shares. I guess I'll have to get off my butt, run out and capture an asteroid. Thanks for the info. XaurreauX
|
| |
| Posts: 393 | Location: New York, NY, USA | Registered: 06-04-02 |    |
|