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    Question

    Rend the given statement and conclusions carefully.

    Decide which of the given conclusions is are true based on the given statement. Statement: A β‰₯ B =Q ≀ H < X ≀ K Conclusions: I. B < K II. X > Q
    A Only conclusion I is true Correct Answer Incorrect Answer
    B Only conclusion II is true Correct Answer Incorrect Answer
    C Both conclusions I and conclusion II are true Correct Answer Incorrect Answer
    D Neither conclusion I nor II is true Correct Answer Incorrect Answer

    Solution

    Let's evaluate each conclusion: I. B < K: β€’ From the statement, B is equal to Q, and Q is less than H, which is less than X, and X is less than or equal to K. β€’ Since B is equal to Q, and Q is less than X and X is less than or equal to K, we can conclude that B is less than K. β€’ Conclusion I is true. II. X > Q: β€’ From the statement, Q is less than H, and H is less than X. β€’ Therefore, X is greater than Q. β€’ Conclusion II is true. Based on the analysis: β€’ Conclusion I (B < K) and Conclusion II (X > Q) are both true. So, the correct answer is: 3. Both conclusions I and conclusion II are true.

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