I have attached a copy of my homework paper to this post. I'm fairly certain the answers are not correct. The quality for both parts is 1.00. In addition, the quality increases (to the fourth decimal place) in the 0.0 degree Fahrenheit sample. I'd expect the quality to go down due to less heat...
I think I understand what you are saying. The part where you mention dF=f(x)dx comes from just taking a derivative from both sides, correct? So dividing by dx will produce the dF/dx=f(x) I sought earlier correct?
Homework Statement
Basic Question. My book describes the rate of heat transfer per unit of system area as \dot{Q}=\int\dot{q}dA.
The Attempt at a Solution
I'm trying to solve for the flux. I've already discovered that the correct answer question is just the derivative of \dot{Q} with respect...