some tigers are cats, some cats are horse, all horses are tigers, conclusion (I) some tigers are cats ( II) some horses are dogs (III) some tigers are dogs , then which one of the following statements is true (A) none follows (B) only I follows (C) only II follows (D) only II and III follows
Answers
Answer: The correct answer is (B) Only I follows.
Explanation:
This can be answered by drawing a Venn diagram( attached below) to decipher the common portions.
According to the given conditions, it can be observed that cats have a common portion with both horses and tigers and therefore some tigers are also cats. Hence, the conclusion I is correct.
However, for the other options ' dogs 'have been mentioned but there's no mention about dogs anywhere in the statements.
Answer:
The answer to this question is option B only I follows.
We can give answer to this question by using Venn diagram. It is a widely used diagram which slows the possible logical links between the finite set of various collections. They depict the elements in the form of points in the plant as well as sets as regions within the closed curves.