One teacher always tells the truth. The other always says the opposite.
Archie and Oliver find a Blue door and a Red door. Behind one is a prize; behind the other is nothing.
Archie asks Ms. Linfield: “Would Mrs Rea say the Blue door is the correct one?”
Ms. Linfield answers: “Yes.”
| IF Ms. Linfield tells the truth | IF Mrs Rea tells the truth | |
|---|---|---|
| Who must say the opposite? | ||
| Would Mrs Rea say Blue is correct? | ||
| Ms. Linfield said “Yes”. True or opposite? | ||
| So is the Blue door correct? | ||
| Final door | ||
1 & 2: In both cases, Blue is not the prize door.
3: Choose the Red door.
4: The answer already includes the other person's truth/lie twist, so it needs careful unpicking.
Table: Opposite person is Mrs Rea / Ms. Linfield. Rea would say Blue (case 1) / would not (case 2). Linfield's “Yes” is true / opposite. Blue correct? No / No. Final: Red.