00:01
In this problem, temperature capital t is given by the function f of x and t, where x is the distance away from a heater and time is the, or t is the time after the heater is turned on.
00:15
We are told that at a time later of five minutes, so at t equals five, and at a distance of x meters, i'm sorry, at a distance of three meters or x equals three, that the temperature, changes at specific rates with respect to time and with respect to distance.
00:36
We are told that the temperature increases at 1 .2 degrees celsius per minute.
00:43
So that means the rate of change with respect to time.
00:49
All other things held constant is given by 1 .2 meters, i'm sorry, 1 .2 degrees celsius per minute.
00:58
We are also told that the temperature decreases at 2 degrees per meter away from the heater...