Any course that teaches students how to write is one that will serve them well in later life.
Conclusion (therefore)
Any student, whatever their major, will be served well later in life by taking any philosophy course.
Evidence (since)
Any course that teaches students how to write is one that will serve them well in later life.
And some philosophy courses teach students how to write.
Evaluate
Whenever we're doing Flaw and we see conditional logic premises, we want to assume we're probably being tested on an illegal reversal or negation (aka the famous "Necessary vs. Sufficient" flaw).
The first sentence has the sufficient indicator "any". All words or phrases that indicate a universal provide an idea for the left side of a conditional.
That first sentence is saying
if course teaches → then serves them students how to write well later in life
An illegal reversal would sound like,
But this argument doesn't do anything like that.
It's saying, "Some Philosophy courses teach you how to write", from which we can fairly derive the idea that .
The problem is the conclusion makes a leap from that correct conclusion to an exaggerated conclusion: .
Goal
Let's look for an answer saying the author is going from evidence that says to a conclusion that too-strongly asserts that .
The author is failing to consider that some philosophy courses might not teach you how to write, and thus might not serve you well later in life.