(gravitational constant)*(mass of jupiter)/(radius of jupiter -3000km)^2-(gravitational constant)*(mass of jupiter)/(radius of jupiter-3000km +1*radius of earth)^2 - Wolfram|Alpha

x

Image InputX

Upload an image from your computer:
Enter a URL for an image:
 

File UploadX

Upload a file from your computer:
Enter a URL for a file:
 


Copy & paste as input »Terms | Privacy

All files »Recent files
Loading
Supported formats and sample files
Assuming Newtonian gravitational constant for "gravitational constant" | Use Gaussian gravitational constant instead
Assuming equatorial radii of Earth for "radius of earth" | Use polar radii of Earth or mean radii of Earth instead
Assuming average radius | Use equatorial radius or polar radius instead

Input interpretation:

    link to /input/?i=Newtonian+gravitational+constant&lk=1link to /input/?i=Jupiter&lk=1&a=ClashPrefs_*Astronomical.Jupiter-link to /input/?i=Jupiter&lk=1&a=ClashPrefs_*Astronomical.Jupiter-link to /input/?i=3000+kilometers&lk=1link to /input/?i=3000+kilometers&lk=1link to /input/?i=Newtonian+gravitational+constant&lk=1link to /input/?i=Jupiter&lk=1&a=ClashPrefs_*Astronomical.Jupiter-link to /input/?i=Jupiter&lk=1&a=ClashPrefs_*Astronomical.Jupiter-link to /input/?i=3000+kilometers&lk=1link to /input/?i=3000+kilometers&lk=1link to /input/?i=1+equatorial+radius+of+Earth&lk=1link to /input/?i=1+equatorial+radius+of+Earth&lk=1
    EnlargeEnable InteractivityDownload as CDF
    Save as image »Copyable plaintext »Mathematica form »

    Download full output as:

    CDF  PDF
    To open this file you need the FREE Wolfram CDF Player or Mathematica 8
    Download Wolfram CDF Player Continue downloading file
    Give us your feedback:
     
    x

    Output Zoom

    Zoom in to see an enlarged view of any output.

    Subscribe to Pro
    Learn about all Pro features »
    X

    Edit this favorite


     
    AdvertisementAvoid ads Upgrade to Wolfram|Alpha Pro »
    x

    CDF Interactivity

    Bring Wolfram|Alpha output to life with CDF interactivity.

    Subscribe to Pro
    Learn about all Pro features »