A 1.0kg mass is at the center of a uniform spherical shell of mass 1x10^20 kg and radius 1x10^6m. Find the resultant gravitational force on the mass. How to approach and look at this?
\[F=G \times m _{1}\times m _{2}/r^2\] But do you have to look at it differently because the mass is inside or is it just to calculate with this formula?
So 1 kg mass is at centre. Right?
This 1 kg mass has attraction due to the mass of sphere along right side. For example this attraction force is 100N
Could you draw an example?
This 1kg mass has attraction force along left side due to the mass of sphere in the left side. This force is also 100N
So its equals to zero, but could you draw an example?
These 2 force r equal nd opposit nd cancell each other
yes
If any object is in the center of our earth then it will feel 0 N force
If any object is in the centre of the moon it will feel 0 N force
Do u wanna get any drawing frm me?
Can you calculate it somehow?
question 2, find the resultant gravitational force on the mass if it is placed just outside the shell?
U hv to use newtons gravitational law to calculate this attractive force
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