Assuming Newton's law of cooling: dT/dt = -h(T-T∞) T = T0 - (T0 - T∞) e-ht
a) solve for h given t, T0, T∞, and T(t). Then solve for T(3 min)
b) solve for t given T = -11°
Maxwell S.
asked 11/27/21A thermometer is taken from a room where the temperature is 23 degrees C to the outdoors, where the temperature is −11 degrees C. After one minute the thermometer reads 14 degrees C.
(a) What will the reading on the thermometer be after 2 more minutes?
(b) When will the thermometer read -10 degrees C?
Assuming Newton's law of cooling: dT/dt = -h(T-T∞) T = T0 - (T0 - T∞) e-ht
a) solve for h given t, T0, T∞, and T(t). Then solve for T(3 min)
b) solve for t given T = -11°
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