A man of mass 60kg climbs up a 20m long staircase to the top of the building of height 10m high.What is the work done by him?
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Work is defined as:
W=FdW=Fd
Work is also defined as:
W=FΔdW=FΔd
Force is defined as:
F=maF=ma
Force is also defined as:
F=mgF=mg
The integration of work is defined as:
W=∫2010FdxW=∫1020Fdx
The inverse of the integration of work (differentiation of force) is defined as:
F=dWdxF=dWdx
We can derive the formula defined as:
W=(mg)ΔdW=(mg)Δd
Now, solve for the work of the object using the values given and using the formula derived above:
W=(60kg⋅10m/s2)(20m−10m)W=(60kg⋅10m/s2)(20m−10m)
W=(600kg⋅m/s2)(10m)W=(600kg⋅m/s2)(10m)
W=6000JW=6000J
∴W=6000J
Hope it helps you
Please make me as brainliest
W=FdW=Fd
Work is also defined as:
W=FΔdW=FΔd
Force is defined as:
F=maF=ma
Force is also defined as:
F=mgF=mg
The integration of work is defined as:
W=∫2010FdxW=∫1020Fdx
The inverse of the integration of work (differentiation of force) is defined as:
F=dWdxF=dWdx
We can derive the formula defined as:
W=(mg)ΔdW=(mg)Δd
Now, solve for the work of the object using the values given and using the formula derived above:
W=(60kg⋅10m/s2)(20m−10m)W=(60kg⋅10m/s2)(20m−10m)
W=(600kg⋅m/s2)(10m)W=(600kg⋅m/s2)(10m)
W=6000JW=6000J
∴W=6000J
Hope it helps you
Please make me as brainliest
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