If a mother's first child is born before its due date, it is likely that her second child will be also.
Conclusion (so)
It is likely that J's first child was not born before its due date.
Evidence
If a mom's first child is born before its due date, it's likely that her second child will be also be born before the date.
J's second child was not born before its due date.
Evaluate
There is enough symbol repetition here that we could probably beat this question just by diagramming the argument, even if we didn't understand the flaw.
This argument feels like it's almost doing a contrapositive, but because it's working with probability, not conditional logic, that move doesn't work.
Here's the structure:
Prem 1: If 1st born was early, then 2nd was probably early X → probably Y
Prem 2: J's 2nd was not born early. this thing was not Y.
Conc: J's 1st was probably not born early. this thing was probably not X.
Goal
Let's look for something with this structure:
P1: X → probably Y P2: this thing was not Y. C: so, this thing was probably not X
--------------------- If you're curious why this is a flaw, consider this argument: If you live on Earth, it's likely that you've heard of Taylor Swift. Paul has never heard of Taylor Swift. Thus, it is likely that Paul doesn't live on Earth.