sqrt(2*(gravitational constant)*((mass of Earth)/(radius of Earth) + (mass of Sun)/(distance to Sun))) - Wolfram|Alpha

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Assuming Newtonian gravitational constant for "gravitational constant" | Use Gaussian gravitational constant 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=Earth&lk=1&a=ClashPrefs_*Astronomical.Earth-link to /input/?i=Earth&lk=1&a=ClashPrefs_*Astronomical.Earth-link to /input/?i=Sun&lk=1&a=ClashPrefs_*Astronomical.Sun-link to /input/?i=Sun&lk=1&a=ClashPrefs_*Astronomical.Sun-
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Result:

link to /input/?i=2.076+quadrillion+square+root+kilogram+square+root+Newtonian+gravitational+constants+per+square+root+astronomical+unit&lk=1link to /input/?i=2.076+quadrillion+square+root+kilogram+square+root+Newtonian+gravitational+constants+per+square+root+astronomical+unit&lk=1link to /input/?i=2.076+quadrillion+square+root+kilogram+square+root+Newtonian+gravitational+constants+per+square+root+astronomical+unit&lk=1link to /input/?i=2.076+quadrillion+square+root+kilogram+square+root+Newtonian+gravitational+constants+per+square+root+astronomical+unit&lk=1link to /input/?i=2.076+quadrillion+square+root+kilogram+square+root+Newtonian+gravitational+constants+per+square+root+astronomical+unit&lk=1link to /input/?i=2.076+quadrillion+square+root+kilogram+square+root+Newtonian+gravitational+constants+per+square+root+astronomical+unit&lk=1
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