The rate of increase of temperature of a glass of tea can be modelled by the differential equation DT/Dh=kT, where K is a constant, T represents temperature in degrees and h represents time, in hours. If at h=o temperature is equal to 6000, find the tempe

The rate of increase of temperature of a glass of tea can be modelled by the differential equation DT/Dh=kT, where K is a constant, T represents temperature in degrees and h represents time, in hours. If at h=o temperature is equal to 6000, find the tempe - The rate of increase of temperature of a glass of tea can be modelled by the differential equation DT/Dh=kT, where K is a constant, T represents temperature in degrees and h represents time, in hours. If at h=o temperature is equal to 6000, find the tempe  Maths Lol

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