00:01
Hi, so to solve for this, let's write first the temperatures involved.
00:06
We have the initial temperature is 264 .10 degrees celsius and based on the given information here the boiling point of mercury is 356 .60 degrees celsius.
00:21
This will be further heated up to the final temperature 384 .50 degrees celsius.
00:27
The amount of heat required for the change in temperature from 264 .10 to 356 .60, we'll call it q1 and then at 356 .60 degrees celsius there will be phase change, we'll call this q2 and then 356 .60 to 384 .50 there will be another temperature change, we'll call this q3.
00:47
The total amount of heat required for this whole process will be equivalent to the sum of q1, q2 and q3.
00:54
We'll calculate the amount of heat individually starting with q1, this is temperature change so the formula is mass multiplied with a specific heat and then the change in temperature.
01:03
Plug in the given information, the mass of the sample is 28 .30 grams.
01:08
Specific heat capacity of liquid mercury is 0 .1390 joules per gram degrees celsius.
01:16
Change in temperature for q1 is 356 .60 minus the initial temperature that's 264 .10 degrees celsius.
01:27
So we'll cancel some units, cancel grams, degrees celsius and q1 will be equivalent to 363 .867 joules...