1. If Pumpkin goes traveling, then Watermelon, Cucumber, and Winter Melon will go together.
If the above statement is true, which of the following is also true?
A. If Pumpkin does not go traveling, then at least one of Cucumber, Watermelon, and Winter Melon did not go.
B. If Pumpkin does not go traveling, then Cucumber, Watermelon, and Winter Melon all did not go.
C. If Watermelon, Winter Melon, and Cucumber all go traveling, then Pumpkin also goes.
D. If Winter Melon does not go traveling, then Watermelon and Cucumber will not both go.
E. If Cucumber does not go traveling, then Pumpkin and Winter Melon will not both go.
2. There are three young men, Tiger, Rabbit, and Dragon, who are about to marry three girls, A, B, and C. Someone curious wants to know who is paired with whom. So they inquire.
They ask Tiger, and Tiger says he will marry A; then they ask A, and A says she will marry Dragon; then they ask Dragon, and Dragon says he will marry C. This confuses the person because none of the three is telling the truth.
Question: Who are these three people actually marrying?
(Evening of 11.3) Logic question. Please listen to the question.
Replies (11)
Answer to the first question: E. Answer to the second question: The tiger will not be with A, A will not be with the dragon, so the rabbit and A are a pair. The dragon will not be with C, so the dragon is with B. Finally, the tiger and C are together! Tiger C, Rabbit A, Dragon B.
The first question is B. As for the second question: because all three people lied, the tiger does not marry Jia, and Jia does not marry Long, so Jia marries Tu; Long also does not marry Bing and can only marry Yi, leaving only the tiger and Bing to marry each other. May they be happy!
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