Any popular television series that is groundbreaking is critically acclaimed.
Evidence
(conditional: all) Popular television series and groundbreaking → critically acclaimed
(fact: not all A's are B = some A's are ~B) Some popular television series are not critically acclaimed
Conclusion
Some popular television series are not groundbreaking
Evaluate
This is a valid argument. Since there is a conditional and some quantifiers (not all / some) and some repeating ideas (groundbreaking / popular television series / critically acclaimed), we probably want to diagram this.
Any A that is B is C. A and B → C Not all A's are C. Some A's are ~C So, Not all A's are B Some A's are ~B
Goal
The number one thing to look for is a conditional that has an “and” or a qualifier “Any A that is B”.
If we find it, the conclusion should be saying “Not all A are B”.