Elementary Problem: What Strength is Needed to Lift Mass m to Height h?

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To lift a mass m to a height h, the required power is calculated using the formula P = mgh/t, where t is the time taken. The discussion clarifies that power, not strength, is the key factor in this scenario. It is noted that increasing the time taken to lift the mass results in a decrease in the required power. Therefore, the longer the duration, the less power is needed to achieve the same height. Understanding this relationship is crucial for solving related physics problems.
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Homework Statement


What strenght do you need to put mass m in the height h?

Homework Equations


P=\frac{A}{t}

The Attempt at a Solution



A=mgh

so

P=\frac{mgh}{t}

Is that mean that your strenght is less if you take mass long in the height h?
 
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Yes,the bigger the time(t)the smaller the power(P).
 
Hi Petar! :smile:

(write "itex" rather than "tex", and it won't keep starting a new line :wink:)

Yes, you need power (not strength) of mgh/t to raise a mass m through height h in time t …

so you need less power if you take longer

(and that's the corrrect English! :wink:)
 
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