# Treasure in gold and silver pot puzzle

There is a silver pot and a golden pot. One of these pots contains a treasure and the other one is empty.

Both of them have a label containing hints. Assume that you can determine from the labels which pot contains the treasure.

The labels on the pots are the following:

**The silver pot**: “This pot is empty.”

** The golden pot**: “Exactly one of these texts is true.”

**Answer** – The Silver Pot contains the treasure

The statements:**(S) The silver pot**: “This pot is empty.”

**(G) The golden pot**: “Exactly one of these texts is true.”

**Premise:** Let S be TRUE:

**Assumption** 1: ‘G’ is also true

This will contradict itself, because , as per the statement, only one of S / G can be true AND S is already true, which implies that G must be false, contradicting the assumption.

**Assumption 2**: G is False

Then either BOTH S and G should be TRUE OR both should be false. But since our premise is that S is true, this means G also must be true, again contradicting the assumption.

Thus, both the scenarios end up self-contradictory, which, in turn, implies that our premise must be wrong. So, ‘S’ must be false.

Then, G can be true, because only one statement (G) is true.

Hence the result: The label on silver pot is wrong => It is NOT empty => contains the treasure.

### Your Answer

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