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A uniform spherical shell of radius R, has mass m. Two other point masses of mass m each, are kept at point P and Q respectively. If the force of interaction between the shell and the point mass at p is F₁ and between the shell and the point mass at Q is F₂. Find $\frac{F_{1}}{F_{2}}$ .

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Correct option is B

At point Q, field intensity due to the spherical shell=0FQ=0 So hence F1F2→∞

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A uniform spherical shell of radius R, has mass m. Two other point masses of mass m each, are kept at point P and Q respectively. If the force of interaction between the shell and the point mass at p is F1 and between the shell and the point mass at Q is F2. Find F1F2.

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A uniform spherical shell of radius R, has mass m. Two other point masses of mass m each, are kept at point P and Q respectively. If the force of interaction between the shell and the point mass at p is F₁ and between the shell and the point mass at Q is F₂. Find $\frac{F_{1}}{F_{2}}$ .