In a hydraulic lift, how can a smaller force exerted by a piston with a smaller area produce enough force to lift a car sitting on the other piston with?

Based on pascal's law a hydraulic lift lifts a car with enough force exerted by a piston .

Explanation:

A hydraulic lift is a type of machine that uses a hydraulic apparatus to lift or move objects using the force created when pressure is exerted on liquid in a piston. Force then produces "lift" and "work."

Hydraulic lift technology has a multitude of industrial applications, like construction and transport. It is often implemented to operate heavy machinery or to move and lift heavy and large objects like cars, dirt and shipping containers.

Based on Pascal's principle. The fluid in the small cylinder must be moved much further than the distance the car is lifted.

Pascal's law states that the pressure applied at one point of the liquid is transmitted equally in all direction. This principal is applied in hydraulic lift, for lifting heavy objects.

"pressure x area = force".

This helps determine the pressure exertion required on a liquid in a piston to produce enough force to provide lift and move an object.

v 154.9= 0.9 length length s little over 154.9cm