\n ## Text Block: Logical Deduction Question ### Overview The image presents a logical reasoning question consisting of two premises and five possible deductions. The task is to identify the logically valid deduction based on the given information. ### Content Details The text is entirely in English. It can be transcribed as follows: "All footballers are fit and healthy. All famous sports players are footballers. Given that the above is true, which of the following is the logical deduction? 1. All footballers are famous sports people 2. All famous people are fit and healthy 3. All famous sports players are fit and healthy 4. All fit and healthy people are footballers 5. All football players are men" ### Key Observations The question tests the ability to apply deductive reasoning. The premises establish a relationship between footballers, fitness/health, and famous sports players. The correct deduction must logically follow from these premises. ### Interpretation The question is a classic example of a syllogism. The premises state: * Premise 1: Footballers ⊆ {Fit and Healthy} (All footballers are a subset of fit and healthy people) * Premise 2: Famous Sports Players ⊆ Footballers (All famous sports players are a subset of footballers) From these premises, we can deduce that: Famous Sports Players ⊆ {Fit and Healthy} (All famous sports players are a subset of fit and healthy people). Therefore, option 3 is the correct logical deduction. Options 1, 2, 4, and 5 do not necessarily follow from the given premises. Option 1 reverses the relationship, option 2 introduces "people" which is not mentioned in the premises, option 4 makes an invalid generalization, and option 5 introduces gender, which is irrelevant to the premises.