The main statement is followed by four answers. Select the one that logically follows from the main statement: 'If the game is interesting, then I play it.'

We are given a conditional statement: "If the game is interesting, then I play it."

This can be represented logically as: If A, then B, where A = The game is interesting and B = I play the game

Options:

1. "I played a game means it is interesting."

Just because you played a game doesn’t always mean it was interesting. You might have played a boring game too. This is assuming the opposite of what was said. Hence, this is wrong. 

2. "The game is interesting. I do not play it."

This goes against the original statement. If the game is interesting, you said you do play it. So this situation shouldn’t happen. Hence, this is wrong.

3. "I did not play the game though it was interesting."

Again, if the game was interesting, you should have played it. Saying you didn’t play it even though it was interesting contradicts the original statement. Hence, this is wrong.

4. "I did not play a game implies that the game was not interesting."

This makes sense. If interesting games are always played, then not playing a game likely means it wasn’t interesting. It matches the original statement in reverse. Hence, this is correct.