In a half hour, a 65 kg jogger can generate 8.0x10 5 J of heat. This heat is removed from the jogger’s body by a variety of means, including the body’s own temperature regulating mechanisms. If the heat were not removed, how much would the jogger’s body temperature increase?
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Given - Mass of jogger - 65 kg
Heat generated - 8.0*10⁵ J
Find - Increase in body temperature of jogger.
Solution - Increase in body temperature can be calculated by the following formula - Q = m*c*∆t, where Q is heat, m is mass of body, c is specific heat capacity and ∆t is change in temperature.
Specific heat capacity of human body = 3500 J/kg °C.
Keeping the values in equation-
∆t = Q/m*c
∆t = 8*10⁵/(65*3500)
∆t = 3.5 °C
Therefore, the increase in body temperature would be 3.5 °C.
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