No nonfiction book published by Carriage Books has ever earned a profit.
Conclusion (clearly)
~Carriage Books did not publish a nonfiction book last year.
Evidence (since)
Carriage Books earned a profit on every book it published last year, and no nonfiction book published by Carriage Books has ever earned a profit.
Evaluate
After reading the argument on a Parallel question, we have to decide whether we think it would be more effective to make an Algebra Recipe for the argument or to just boil it down to a Principle or Reasoning Pattern.
My general rule of thumb is that if there's conditional logic or quantifiers or Overlapping Ideas, then I'll go for Algebra.
The first two premises are quantified/conditional logic (no / every). And there are Overlapping Ideas: Carriage Books, nonfiction book, profit, publish are all mentioned at least twice. So if we assign them some variables, we can look at the logic.
Premise 1 No X's from Thing A have ever been Y. For Thing A (all time): if X → no Y
Premise 2 Every Z from Thing A's last year was Y. For Thing A (last year): if Z → yes Y
Conclusion Thing A last year didn't have any Z's that were X For Thing A (last year): if Z → not X
Since Carriage Books is the common ingredient to all three claims, I would focus more on the movings parts.
Nonfiction is never profitable. N → ~P Last yr's books were profitable. Last yr = P So, last yr's books were fiction. Last yr = ~N
Goal
The form seems to be to provide a very broad conditional (N → ~P), then tell us about something specific (P) that would trigger the contrapositive (P → ~N), and then conclude the outcome of that contrapositive (~N).