1- calculate the force of gravitation between the earth and the sun- given that themass of earh-6- 1024 nbsp-kg nbsp-mass of sun- 2- 1030 kg the average distance between he two is 1-5-1011 m

Mass of earth, Me = 6 Ã— 1024 kgMass of sun, Ms = 2 Ã— 1030 kgDistance, R = 1.5 Ã— 1011 mNow, F = GMeMs/R2= #62; F = (6.673 Ã— 10 11)( 6 Ã— 1024)( 2 Ã— 1030)/ ...

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Standard IX

Physics

Moon's Revolution around Earth

1. calculate ...

Question

1. calculate the force of gravitation between the earth and the sun, given that the
mass of earh=6* 10²⁴kg mass of sun= 2* 10³⁰kg the average distance between he two is 1.5*10¹¹m

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Solution

Mass of earth, M_e = 6 Ã— 10²⁴ kg
Mass of sun, M_s = 2 Ã— 10³⁰ kg
Distance, R = 1.5 Ã— 10¹¹ m
Now, F = GM_eM_s/R²
=> F = (6.673 Ã— 10^-11)( 6 Ã— 10²⁴)( 2 Ã— 10³⁰)/( 1.5 Ã— 10¹¹)²
=> F = 3.559 Ã— 10²² N

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Calculate the force by which Earth is attracted by the Sun. Also, find the acceleration and speed of the Earth around the sun. Assume orbit to be circular. Data given, Mass of the Earth:6 x 1024 kg Mass of the Sun:2 x 1030 kg Average distance between Earth and Sun: 150 million km

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1. calculate the force of gravitation between the earth and the sun, given that themass of earh=6* 1024 kg mass of sun= 2* 1030 kg the average distance between he two is 1.5*1011 m

Mass of earth, Me = 6 Ã— 1024 kgMass of sun, Ms = 2 Ã— 1030 kgDistance, R = 1.5 Ã— 1011 mNow, F = GMeMs/R2=> F = (6.673 Ã— 10-11)( 6 Ã— 1024)( 2 Ã— 1030)/( 1.5 Ã— 1011)2=> F = 3.559 Ã— 1022 N

1. calculate the force of gravitation between the earth and the sun, given that the
mass of earh=6* 10²⁴kg mass of sun= 2* 10³⁰kg the average distance between he two is 1.5*10¹¹m

Mass of earth, M_e = 6 Ã— 10²⁴ kg
Mass of sun, M_s = 2 Ã— 10³⁰ kg
Distance, R = 1.5 Ã— 10¹¹ m
Now, F = GM_eM_s/R²
=> F = (6.673 Ã— 10^-11)( 6 Ã— 10²⁴)( 2 Ã— 10³⁰)/( 1.5 Ã— 10¹¹)²
=> F = 3.559 Ã— 10²² N