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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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.
 

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

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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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