A particle weight 120 newton on the surface of the earth. At what height above the earth surface will its weight be 30newtons??
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6400 km
Explanation:
Let's see ,
We know that F= GMm/r² is the equation for gravity.
Where F is the force ( or weight) M is the mass of first object, and m is of second, and r is the distance between the centres of the objects.
Now in the first case scenario when the object is at the surface of the earth,
120N = GMm/6400²
Which means,
GMm= 120× 6400² or GMm= 120×6400×6400 ___(I)
So now in the second case scenario,
30N= GMm/r²
Where r is the unknown height,
Now from _(I)
30N= 120×6400×6400/r²
Or..
r²= 120×6400×6400/30
r²= 4× 6400 ×6400
r²= 163840000km
r= √163840000
r= 12800km
But remember it is the distance of the object from the centre of the earth, so from the surface of the earth it would be..
12800–6400= 6400km
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