The correct relationship between the effort (E), load (L), and mechanical Advantage (M.A) is

$M . A = L \times E$

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$M . A \times E = L$

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$M . A \times L = E$

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None of these

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Solution

The correct option is B
$M . A \times E = L$

Explanation
Mechanical advantage is the ratio between total load to the effort applied is called mechanical advantage.
$M . A = \frac{T o t a l L o a d (L)}{E f f o r t (E)} M . A \times E = L$
Hence the correct answer is $M . A \times E = L$

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Similar questions

The lever for which the mechanical advantage is less than 1 has the :

(a) fulcrum at the midpoint between the load and effort.

(b) load between the effort and fulcrum.

(d) load and effort acting at the same point.

Assertion (A): Mechanical advantage (MA) of a simple machine is always greater than one.

Reason (R): $M A = \frac{L o a d}{E f f o r t}$

In a machine, a load of 490 N is supported by an effort of 7N. If the distance of fulcrum from the point where the load acts is 10m, find the mechanical Advantage and length of the effort arm.

Given the load $= 420 N$ , Effort applied $= 350 N$ . Find mechanical advantage (MA), also find the type of lever.

Given the load $= 10 N$ , Effort applied $= 10 N$ . Find mechanical advantage (MA), also find the type of lever.

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The correct relationship between the effort (E), load (L), and mechanical Advantage (M.A) is

The correct option is B M.A×E=LExplanationMechanical advantage is the ratio between total load to the effort applied is called mechanical advantage.M.A=TotalLoad(L)Effort(E)M.A×E=LHence the correct answer is M.A×E=L

The correct option is B
$M . A \times E = L$

Explanation
Mechanical advantage is the ratio between total load to the effort applied is called mechanical advantage.
$M . A = \frac{T o t a l L o a d (L)}{E f f o r t (E)} M . A \times E = L$
Hence the correct answer is $M . A \times E = L$