Consider two Statements and a Questions:

Statement 1: The last day of the month is a Wednesday.

Statement 2: The third Saturday of the month was the seventeenth day.

Question: What day is the fourteenth of the given mouth?

Which one of the following is correct in respect of the Statements and the Question?

Correct Answer: Statement-2 alone is sufficient to answer the Question

Let us analyze the given statements step-by-step to determine whether they are sufficient to answer the question: "What day is the fourteenth of the given month?"

Analysis of Statement 1:
Statement 1 tells us that the last day of the month is a Wednesday.
Different months have different numbers of days (28, 29, 30, or 31 days). Since we do not know the total number of days in this specific month, we cannot count backward to determine the exact day of the week for the 14th day of the month.
Therefore, Statement-1 alone is not sufficient to answer the question.

Analysis of Statement 2:
Statement 2 tells us that the third Saturday of the month was the seventeenth day (17th).
Since the 17th day of the month is a Saturday, we can easily find the day of the week for the 14th day of the same month by counting backward:
- 17th is a Saturday
- 16th is a Friday
- 15th is a Thursday
- 14th is a Wednesday
Thus, we can uniquely determine that the 14th of the given month is a Wednesday using only Statement 2.
Therefore, Statement-2 alone is sufficient to answer the question.

Conclusion:
Statement-2 alone is sufficient to answer the Question, while Statement-1 alone is not.