The one in a white shirt says: I am a girl (statement-I)
The one in a blue shirt says: I am a boy (statement-II)
Which of the following is the correct inference?
The problem involves a boy and a girl making statements. The key constraint is that at most one statement is correct. We need to determine the validity of their statements based on this rule.
The statements are:
We examine two possible assignments of shirts to the individuals:
Result: Both statements are incorrect. This aligns with the rule that 'at most one statement is correct' (in this case, zero are correct).
Result: Both statements are correct. This contradicts the rule that 'at most one statement is correct'. Therefore, this scenario is impossible.
Only Scenario 1 is consistent with the problem's conditions. In this scenario, the boy wears the white shirt and the girl wears the blue shirt, and importantly, both of their statements are false.
Thus, the correct inference is that both statements I and II are incorrect.
Seven boxes E, F, G, H, S, T and U are kept one over the other but not necessarily in the same order. Only four boxes are kept between H and E. Only S is kept above H. Only two boxes are kept between F and U. T is kept immediately above G. U is not kept immediately above T. Which box is kept fourth from the top?