Converting Earth's Radius to Surface Area and Volume | Conversion Help

  • Thread starter Darkhrse99
  • Start date
In summary, the Earth's radius is 6.37x10^6 meters and can be converted to a surface area of 4pi(6.37x10^6)^2 m^2 and a volume of \frac{4}{3} pi(6.37x10^6)^3 m^3. To convert to km^2 and km^3, multiply by 10^6.
  • #1
Darkhrse99
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0

Homework Statement


The Earth's radius is 6.37x10^6 meters. I need to convert this to surface area in km^2 and it's volume in cubic kilometers.


I'm not sure where to start on either one.



Thanks
Jason
 
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  • #2
Do you know the formula for the surface area/volume of a sphere?
 
  • #3
Surface area is 4pi R^2 and surface volume is 4pi R^3
 
  • #4
Darkhrse99 said:
Surface area is 4pi R^2 and surface volume is 4pi R^3

Note that the volume is [itex]\frac{4}{3} \pi r^3[/itex]

So just put the radius into the formulas and for the surface area, the answer will be in m2. To convert, think of it like this:


1km2=1km*1km=1000m*1000m=106m2

Hence 1km2=106m2

Similary do the same for 1km3 and you'll get it out.
 
  • #5
Thanks.
 

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Conversion in scientific terms refers to the process of changing or transforming one form of energy, matter, or unit of measurement into another form. It is a fundamental concept in many scientific fields, such as chemistry, physics, and biology.

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Conversion is important in scientific research because it allows scientists to accurately measure and compare different quantities and forms of energy or matter. It also helps in understanding the relationships between different scientific principles and phenomena.

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