Joan got A’s on all her homework assignments, so if she had gotten an A on her term paper, she could pass the course even without doing the class presentation.
Conclusion (so it is obvious that)
Joan will have to do the class presentation to pass the course.
Evidence
If Joan had gotten an A on her term paper, she could pass the course without doing the class presentation.
But she didn't get an A on her term paper.
Evaluate
Whenever we're doing Flaw and we see any Conditional Logic, we should immediately be suspicious that the argument is going to commit an illegal negation or reversal (aka, the #1 Famous Flaw, Necessary vs. Sufficient).
The first sentence has a conditional rule, signified by if.
If A on term paper, then pass without presentation.
So an illegal reversal would sound like,
An illegal negation would sound like,
And that second thing is exactly what the argument did!
Goal
We can describe this flaw formally as confusing Necessary and Sufficient conditions. We were told in the evidence that getting an A on her term paper would have been sufficient to get Joan out of having to do the class presentation.
But the author is acting like it's necessary. He's acting like if she didn't get the A then she must do the class presentation.
We can describe the flaw conversationally by saying, (a doctor's note / extra credit / a bribe or threat from her parents / etc.)