added treasure-hunt

maths-club-pack/content/facilitator/treasure-hunt.md

@@ -0,0 +1,59 @@
+# Treasure Hunt
+
+## Introduction  
+
+There are two different approaches to this puzzle. You can assume that:  
+
+•Each chest contains the treasure, or that  
+
+•Each statement is true and consider the four cases that arise.
+
+The way a student structures their answer will play a big part in how easy they find the answer.
+
+
+
+## Solution  
+
+<ins>Assumption 1<ins>  
+
+The treasure is in chest A. That means that statement A must be the telling the truth. That also means that statement B is telling the truth. Since the treasure is in chest A, the treasure cannot be in chest C and therefore statement C is telling the truth.  
+
+
+![](../../images/treasure-hunt-3.png)  
+
+There are three chests that are supposedly telling the truth, but there should only be one true statement. So the treasure cannot be in chest A.  
+
+<ins>Assumption 2<ins>  
+
+The treasure is in chest C. That means that statement C must be lying. The treasure is not in chest A or D, making those statements lies as well. Meaning that statement B is also a lie.  
+
+
+![](../../images/treasure-hunt-4.png)  
+
+
+None of the chests are telling the truth, but there should be one true statement. So the treasure cannot
+be in chest C.  
+
+<ins>Assumption 3<ins>  
+
+The treasure is in chest D. That means that statement B and D are telling the truth. Statement A must be lying since the treasure is not in chest A. Since the treasure is not in chest C, statement C must be telling the truth.  
+
+
+![](../../images/treasure-hunt-5.png)  
+
+
+There are three chests that are supposedly telling the truth, but there should only be one true statement.
+So the treasure cannot be in chest D.  
+
+<ins>Assumption 4<ins>  
+
+The treasure is in chest B. That means that the treasure is not in A or D, making those statements a lie.Now we know the treasure is not in chest A or D, then statement B must also be a lie. Since the treasure is not in chest C, this statement is true.  
+
+
+![](../../images/treasure-hunt-6.png)  
+
+
+Only one statement is telling the truth. **This means that the treasure is in chest B.**
+
+
+

maths-club-pack/content/student/treasure-hunt.md

@@ -0,0 +1,21 @@
+---
+title: Treasure Hunt
+type: problem
+order: 34
+---
+
+# Treasure Hunt  
+
+Exactly one of these chests contains treasure,
+but **only** one of the four statements is true.  
+
+![](../../images/treasure-hunt-1.png)  
+
+![](../../images/treasure-hunt-2.png)
+
+Which chest must contain the treasure?
+
+
+
+
+

translations/en/facilitator/treasure-hunt.md

@@ -0,0 +1,59 @@
+# Treasure Hunt
+
+## Introduction  
+
+There are two different approaches to this puzzle. You can assume that:  
+
+•Each chest contains the treasure, or that  
+
+•Each statement is true and consider the four cases that arise.
+
+The way a student structures their answer will play a big part in how easy they find the answer.
+
+
+
+## Solution  
+
+<ins>Assumption 1<ins>  
+
+The treasure is in chest A. That means that statement A must be the telling the truth. That also means that statement B is telling the truth. Since the treasure is in chest A, the treasure cannot be in chest C and therefore statement C is telling the truth.  
+
+
+![](https://github.com/supportingami/sami-maths-club/blob/master/maths-club-pack/images/treasure-hunt-3.png?raw=true)  
+
+There are three chests that are supposedly telling the truth, but there should only be one true statement. So the treasure cannot be in chest A.  
+
+<ins>Assumption 2<ins>  
+
+The treasure is in chest C. That means that statement C must be lying. The treasure is not in chest A or D, making those statements lies as well. Meaning that statement B is also a lie.  
+
+
+![](https://github.com/supportingami/sami-maths-club/blob/master/maths-club-pack/images/treasure-hunt-4.png?raw=true)  
+
+
+None of the chests are telling the truth, but there should be one true statement. So the treasure cannot
+be in chest C.  
+
+<ins>Assumption 3<ins>  
+
+The treasure is in chest D. That means that statement B and D are telling the truth. Statement A must be lying since the treasure is not in chest A. Since the treasure is not in chest C, statement C must be telling the truth.  
+
+
+![](https://github.com/supportingami/sami-maths-club/blob/master/maths-club-pack/images/treasure-hunt-5.png?raw=true)  
+
+
+There are three chests that are supposedly telling the truth, but there should only be one true statement.
+So the treasure cannot be in chest D.  
+
+<ins>Assumption 4<ins>  
+
+The treasure is in chest B. That means that the treasure is not in A or D, making those statements a lie.Now we know the treasure is not in chest A or D, then statement B must also be a lie. Since the treasure is not in chest C, this statement is true.  
+
+
+![](https://github.com/supportingami/sami-maths-club/blob/master/maths-club-pack/images/treasure-hunt-6.png?raw=true)  
+
+
+Only one statement is telling the truth. **This means that the treasure is in chest B.**
+
+
+

translations/en/student/treasure-hunt.md

@@ -0,0 +1,15 @@
+# Treasure Hunt  
+
+Exactly one of these chests contains treasure,
+but **only** one of the four statements is true.  
+
+![](https://github.com/supportingami/sami-maths-club/blob/master/maths-club-pack/images/treasure-hunt-1.png?raw=true)  
+
+![](https://github.com/supportingami/sami-maths-club/blob/master/maths-club-pack/images/treasure-hunt-2.png?raw=true)
+
+Which chest must contain the treasure?
+
+
+
+
+