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A large SUV is placed on top of Piston B of the hydraulic lift shown in the image. The car has a mass of $2160\text{ kg}$.

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If Piston B has a radius of $7\text{ m}$ and Piston A has a radius of $0.5 \text{ m}$, what force must be applied to Piston A such that the SUV remains in equilibrium? Both pistons are cylindrical.


$21{,}190\text{ N}$


$1{,}513\text{ N}$


$108\text{ N}$


$4.15\cdot { 10 }^{ 6 }\text{ N}$

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