00:01
To solve this problem, we must first access the formula as specified, for which we define the formulation components accordingly.
00:16
T subc represents the exhaust temperature in degrees kelvin, whereas t sub h represents the intake temperature in kelvin, degrees kelvin.
00:53
E sub c is equal to the efficiency of the given heat engine in decimal form.
01:22
So if we find the conversion factor between degrees kelvin and degrees celsius, degrees kelvin is equal to degrees celsius plus 273.
01:42
So the specified exhaust temperature is 573 degrees kelvin as it's converted from 300 degrees celsius to 573 degrees kelvin.
02:19
Making what we know and entering it into the formula, we get 0 .30.
02:27
0 is equal to 1 minus the ratio of 573 divided into t sub h.
02:36
We then solve for t sub h...