Effort/ Load simple machines question

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The discussion revolves around calculating the effort required to lift a 900kg vehicle using a screw jack with a handle length of 24cm and a pitch of 2mm, assuming 100% efficiency. The user attempts to apply the concepts of velocity ratio (VR) and mechanical advantage (MA) but finds the calculations confusing. They correctly identify that the VR is 2, leading to a mechanical advantage calculation of 450kg. The user seeks clarification on the physics involved, particularly how the handle's movement translates to lifting the load. Overall, the thread highlights the challenges faced by beginners in understanding the application of simple machines in physics.
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Homework Statement


A screw jack that is used on cars whenever tyres are changed by the owner. The screw moves though a distance equal to its pitch whenever the effort lever ( jack handle) is given a complete turn. If the length of the jack handle is 24cm, the pitch is 2mm and the jack is required to lift a 900kg vheicle. Assuming efficiency is 100%. calculate the Effort reqired to lift the car.

Given Length of 24cm
Pitch of 2mm
Mass of 900kg
100% efficiency

Homework Equations


Velocity ratio
Mechanical advantage

The Attempt at a Solution



VR = 2
MA = L/E

900/2

450kg
 
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helppppp
 
no help for this?

I've also assumed as the handle of 24cm goes around 1 complete turn, the jack goes up 2mm. Also gravity on the 900kg of the Load.

But its so confusing. And I'm new to physics can someone help me..
 
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