Effort Required to lift a load using third order lever

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To calculate the effort required to lift a load of 1962N using a third order lever, the formula applied is large distance times small effort equals small distance times large effort. The calculation shows that 5m multiplied by the small effort equals 1m multiplied by 1962N, leading to an effort of 392.4N. The mechanical advantage (MA) is confirmed as 5, calculated by dividing the load by the effort. The approach and calculations presented are correct. This demonstrates a solid understanding of lever mechanics.
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Homework Statement



Calculate the effort required to lift a load of 1962N using a third order lever with load 5m distance from effot and fulcrum 1m distance from effort.

Homework Equations



i used the following,

large distance x small effort = small distance x large effort

The Attempt at a Solution



so, 5m x small effort = 1 x 1962

effort = 1962/5

= 392.4 N

and giving an MA of 5. 1962/392.4.

Am I along the correct lines here? Any help much appreciated.
 
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Yes, you are on the right track. You calculated the effort correctly. The mechanical advantage (MA) is the ratio of load to effort, as you correctly calculated.
 
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