Statements:All Greeks are Romans.Some Romans are Tandas.Some Gangus ar...
Given statements:
1. All Greeks are Romans.
2. Some Romans are Tandas.
3. Some Gangus are Tandas.
Conclusions:
I. Some Romans are Tandas.
II. All Greeks are Gangus.
Explanation:
To solve this question, we need to analyze the given statements and check which conclusions logically follow from them.
1. All Greeks are Romans.
This statement means that every Greek person is also a Roman. It is a universal affirmative statement.
2. Some Romans are Tandas.
This statement means that there is at least one person who is both a Roman and a Tanda. It is a particular affirmative statement.
3. Some Gangus are Tandas.
This statement means that there is at least one person who is both a Gangu and a Tanda. It is a particular affirmative statement.
Now, let's analyze the given conclusions:
I. Some Romans are Tandas.
This conclusion logically follows from the given statements. Since some Romans are Tandas and there is at least one person who is both a Roman and a Tanda, it is true that some Romans are Tandas. Hence, conclusion I follows.
II. All Greeks are Gangus.
This conclusion does not logically follow from the given statements. Although all Greeks are Romans, there is no information given about the relationship between Gangus and Greeks. Hence, we cannot conclude that all Greeks are Gangus. Therefore, conclusion II does not follow.
Hence, the correct answer is option A, i.e., if only conclusion I follows.
Statements:All Greeks are Romans.Some Romans are Tandas.Some Gangus ar...
Option will be ( D) because repeatation of statement is not correct..