Statements:
1) All employees are graduates
2) Some employees are ladies
Conclusions:
I) All ladies employees are graduates
II) Some ladies employees are graduates
To solve this, let's analyze the given statements and conclusions:
Statements:
1) All employees are graduates.
2) Some employees are ladies.
Conclusions:
I) All ladies employees are graduates.
II) Some ladies employees are graduates.
Analysis:
From statement 1, we know that every employee, irrespective of gender, is a graduate. Statement 2 indicates there is a subset of employees who are ladies. Therefore:
1. Conclusion I suggests that all lady employees must be graduates. This conclusion is accurate because it directly derives from the fact that since every employee is a graduate and some employees are ladies, those lady employees will also be graduates.
2. Conclusion II states that some lady employees are graduates. This is also true because if all ladies are graduates (as derived from the statements), then naturally, some ladies will be graduates. While conclusion I broadly covers all lady employees, conclusion II is directly a subset of conclusion I.
Correct Conclusion:
Although both seem logically following, the direct answer supported by the logical deduction rules, particularly focusing on the selective valid conclusion approach, is that conclusion II is explicitly followable based on the statements given without assuming generalized interpretations.
Answer: II follows
What is 'X' in the following table?