Figure shows a cylindrical tank of cross sectional are A having a small pipe at its bottom with a cross sectional area a, containing a liquid of density rho and specific heat capacity s, filled to an initial height H. The initial temperature is T_(0). The liquid is heated by means of a heater at t = 0, emitting heat at the rate of P Simultaneously the lower tap is opened. Find the temperature of the liquid (contained in the tank) as a function time t where t ltA/a sqrt((2H)/g)

Figure shows a cylindrical tank of cross sectional are A having a smal

1.	Figure shows a cylindrical tank of cross sectional are A having a small pipe at its bottom with a cross sectional area a, containing a liquid of density rho and specific heat capacity s, filled to an initial height H. The initial temperature is T_(0). The liquid is heated by means of a heater at t = 0, emitting heat at the rate of P Simultaneously the lower tap is opened. Find the temperature of the liquid (contained in the tank) as a function time t where t ltA/a sqrt((2H)/g)
Answer» <P> ANSWER :`T_(0)+P/(Arhoslamda)[1/((sqrtH-lamdat))-1/sqrtH] "where" LAMDA a/Asqrt(g/sqrt2)`