Question $2($total $6$ points$)$

Consider an infinitely

wide and high

graphite wall

thick$).$ On one side of

the wall, saturated

steam is condensing

with a mass flow rate

of $3k\frac{g}{s}($latent heat

of condensation of

steam is $2000k\frac{J}{k}g),$

providing a constant

flux to the wall per $1$

$m^2$ area, as shown in

Condensing Steam

Latent Heat

the figure.

What is the temperature on the other side of the graphite wall after $5$ minutes?