two bodies A and B of mass m1 and 2m respectively are kept at a distance d where should a small particle kept so the net gravitation force on it due to the bodies is 0 then find distance between small particle and body A
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here is your answer
Net gravitational force will be zero towards less massive body.
Let,
The mass of small particle which is being placed is m₀
Distance between m₀ and m = x
Then, distance between m₀ and 2m = d - x
Force due to m on m₀ = Force due to 2m on m₀
Gmm₀/x^2 = G*(2m) * (m₀) / (d - x)^2
1/√2 = x / (d - x)
x√2 = d - x
x = d / 2.414
x = 0.414 d
The small particle should be kept at a distance 0.414d from A.
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Answered by
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hello..
♪\(*^▽^*)/\(*^▽^*)/
Net gravitational force = zero
The mass of small particle which is being placed is m₀
Distance between m₀ and m = x
distance between m₀ and 2m = d - x
Force due to m on m₀ = Force due to 2m on m₀
Gmm₀➗x^2 = G✖(2m) ✖ (m₀) ➗ (d - x)^2
1➗√2 = x ➗(d - x)
x√2 = d - x
x = d ➗ 2.414
x = 0.414 d
✴➖✴ The small particle must be kept at distance ‼‼‼0.414d‼‼‼ from A✴➖✴
thank you ☺
♪\(*^▽^*)/\(*^▽^*)/
Net gravitational force = zero
The mass of small particle which is being placed is m₀
Distance between m₀ and m = x
distance between m₀ and 2m = d - x
Force due to m on m₀ = Force due to 2m on m₀
Gmm₀➗x^2 = G✖(2m) ✖ (m₀) ➗ (d - x)^2
1➗√2 = x ➗(d - x)
x√2 = d - x
x = d ➗ 2.414
x = 0.414 d
✴➖✴ The small particle must be kept at distance ‼‼‼0.414d‼‼‼ from A✴➖✴
thank you ☺
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