Most auto mechanics have extensive experience.
Evidence
Most auto mechanics have Most subtype X's extensive experience are A.
Most mechanics with Most X's who extensive experience are A are B. understand electronic circuits
Conclusion
Most auto mechanics Most subtype X's understand electronic circuits. are B.
Evaluation
The author is performing some illegal "most" math.
We can usually only make an inference with "most" claims if both of them are about the same group. If "most auto mechanics are X" and "most auto mechanics are Y", we can infer that at least one of them is both X and Y.
But this argument switches from "most auto mechanics" to "most mechanics". It's also illegally concluding "most auto mechanics", when we're not even convinced that there are "some" with this property.
We can spot everything we need to match the correct answer just by tracking the three "most" claims and making sure they try to chain together. But if you want to see why this structure is flawed, consider this example: .
Goal
We need an author to take a big category and say that most of them have a trait. Then she needs to say most of the members of a broader related category with that trait have a second trait. Then she has to conclude that most of the narrow category has that second trait.