A Space Traveler Weighs 540 N On Earth at Travel

A Space Traveler Weighs 540 N On Earth. I'd still play around with the suggestion for using ratios that i gave in my last post: What will the traveler weigh on another planet whose radius is twice that of earth and whose mass is three that of earth?

the nauka module as it approaches the iss nasa public domain
the nauka module as it approaches the iss nasa public domain from thedebrief.org

What will the traveler weigh on another planet whose radius is three times that of earth and whose mass is twice that of earth? This robot weighs 3620 n more on planet a than it does on planet b. Weight on planet = gm (2m)/ (3r)^2 = 2/ (3^2) * gmm/r^2.

the nauka module as it approaches the iss nasa public domain

The radius of the earth is 6,378.1 kilometers and weighs 5.9736×1024 kgthe radius of the moon is 1,737.4 kilometers and weighs 7.3477 &times. A space traveler weighs 540 n on earth. The mass of a robot is 5450 kg. W_{traveler, p} = mg_p = \\dfrac{5}{16}mg_e = \\dfrac{5}{16}w_{traveler,e} = \\dfrac{5}{16} \\cdot 540n = 169n. answer: