determine the average gravitational force between a 1.05 solar mass and a planet whose orbital speed is 20,000 m/s if its distance from the star is 149 million kilometers at its nearest and 150 million kilometers at its farthest.
Given quantities:
"M_1=1.05M_s"
"v = 20000 \\frac{m}{s}"
"R = 150 *10^9 m"
"F-?"
"F = G*\\frac{M_1*M_2}{R^2}" ="G*\\frac{1.05M_s^2}{R^2}=\\frac{6.67*10^{-11}*4^{60}}{225*10^{20}}=1.2*10^{28}N"
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