Question
THE ANSWER TO D IS NOT 6.446E13, IDK WHY, BUT IT'S NOT :(
A clear table of the one above:
Assume the intensity of solar radiation incident on the upper atmosphere of the Earth is 1 473 W / m2 and use data from the table below as necessary Determine the intensity of solar radiation incident on Saturn. Determine the total power incident on Saturn. Determine the radiation force that acts on that planet if it absorbs nearly all the light. State how this force compares with the gravitational attraction exerted by the Sun on Saturn. gravitational force exerted on Saturn by the Sun / light-pressure force on Saturn Your response differs significantly from the correct answer. Rework your solution from the beginning and check each step carefully. Compare the ratio of the gravitational force to the light-pressure force exerted on the Earth with the ratio of these forces exerted on Saturn, found in part gravitational force exerted on Earth by the Sun / light-pressure force on Earth Useful Planetary Data.
Explanation / Answer
gravitational force exerted on saturn by the sun/light pressure force on saturn
=(GMm/R^2)/(5.78*10^8)
=((6.67*10^-11*1.989*10^30*5.68*10^26)/(1.43*10^12))/(5.78*10^8)
=6.375*10^13
