A liquid cools from 500C to 450C in 5 min and from 450C to 41.50C in the next 5 min. The temperature of the surrounding is
270C
40.30C
23.30C
33.30C
Applying θ1−θ2t=αθ1+θ22−θ0, we get
(where, α is constant)
50−455=α50+452−θ0 …(i)
and 45−41.55=α45+41.52−θ0 …(ii)
Solving these two equations, we getθ0 = temperature of surrounding = 33.30C.