Question

There are 3 people: Tom, Ned, and Red. Each one of them has a different job. The jobs are a firefighter, a police officer, and a nurse. Each one of them has one day off: Tuesday, Friday, or Saturday. Using the clues below, find out who does what job, and what day they have off. 1. Ned wishes he was a nurse because it pays more money than his current job. 2. Red has a weekend day off. 3. The person who has Friday off, is not a firefighter. 4. Tom is a firefighter

Answer 1

Ответ:

1. Tom is a firefighter. Tom has day off on Tuesday.

2. Ned is a police officer. Ned has a day off on Friday.

3. Red is a nurse. Red has a day off on Saturday.

Answer 2

To solve this logic puzzle, let's analyze the given clues:

1. Ned wishes he was a nurse because it pays more money than his current job. 2. Red has a weekend day off. 3. The person who has Friday off is not a firefighter. 4. Tom is a firefighter.

Based on these clues, we can deduce the following:

- Tom is a firefighter. - Ned is not a nurse. - Red has a weekend day off. - The person who has Friday off is not a firefighter.

Let's now go through each clue and determine the answers:

1. Ned wishes he was a nurse because it pays more money than his current job. - This clue tells us that Ned is not a nurse, as he wishes to be one. Therefore, Ned cannot be the nurse.

2. Red has a weekend day off. - This clue tells us that Red has either Saturday or Sunday off. Since we don't have any other information about Red's job, we cannot determine their occupation yet.

3. The person who has Friday off is not a firefighter. - This clue tells us that Tom, who is a firefighter, cannot have Friday off. Therefore, Tom's day off cannot be Friday.

4. Tom is a firefighter. - This clue tells us that Tom's occupation is a firefighter.

Now, let's analyze the remaining information:

- Tom is a firefighter. - Ned is not a nurse. - Red has a weekend day off. - The person who has Friday off is not a firefighter.

From the given information, we can conclude:

- Tom is a firefighter. - Ned is not a