Question #147796
An athlete is 18% efficient performing a specific exercise. They eat an apple,
which delivers 490 kcal to their body. For how many minutes must they exercise,
generating mechanical energy at a rate of 200 W, to “burn off” the calories contained in
the apple?
1
Expert's answer
2020-12-08T05:10:19-0500

Energy conversion efficienty of athlete:

η=PmechPinternal=PmechQapple/texercise=Pmech×texerciseQapple\eta=\frac{P_{mech}}{P_{internal}} =\frac{P_{mech}}{Q_{apple}/t_{exercise}}=\frac{P_{mech}\times t_{exercise}}{Q_{apple}}

taking into account that 1 kcal = 4186.8 J :

t=η×QapplePmech=0.18×490×4186.8200=1846sec=30.77mint=\frac{\eta \times Q_{apple}}{P_{mech}}=\frac{0.18\times490\times4186.8}{200}=1846sec=30.77min


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