Calculate the force of gravitation between the earth and the sun
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Answered by
6
Given:
Mass of earth=6*10^24kg
Mass of sun =2*10^30kg
Radius of earth 1.5* 10^11 m
Force of gravitation is given by
F=G* Mass of earth * Mass of sun / R^2
6.67*10^-11*6*10^24*2*10^30/1.5* 1.5
=3.56* 10^22 Newton
Mass of earth=6*10^24kg
Mass of sun =2*10^30kg
Radius of earth 1.5* 10^11 m
Force of gravitation is given by
F=G* Mass of earth * Mass of sun / R^2
6.67*10^-11*6*10^24*2*10^30/1.5* 1.5
=3.56* 10^22 Newton
Answered by
7
☺️Good evening ☺️
Explanation:
→mass of the earth,m1=6*10^24kg
→mass of the moon,m2=7.4*10^30 kg
→distance between the sun and earth,r=1.5*10^11m
→distance force between the sun and earth,
→F=Gm1m2/r²
→F=6.67*10^-11Nm²*6*10^24kg*2*10^30/ (1.5*10^11)
→F=3.6*10²²
Therefore,the gravitational force btw the sun and earth is very large (i.e 3.6*10²²N). This force keeps the earth bound to the sun.
✌️______Hope it helps uh______✌️
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