While Balbir had his back turned, a dog turned into his butcher shop, snatched a piece of meat off the counter and ran out. Balbir was mad when he realized what has happened. He asked three other shopkeepers, who had seen the dog, to describe it. The shopkeepers really didn't want to help Balbir. So each of them made a statement which contained one truth and one lie.
First Shopkeeper: The Dog had black hair and a long tail.
Second Shopkeeper: The Dog had a short tail and wore a collar.
Third Shopkeeper: The dog had white hair and no collar.
Based on the above statements, which of the following could be a correct description?
This section requires Javascript.
You are seeing this because something didn't load right. We suggest you, (a) try
refreshing the page, (b) enabling javascript if it is disabled on your browser and,
finally, (c)
loading the
non-javascript version of this page
. We're sorry about the hassle.
If we assume that the dog had black hair we get the following truth table, where true is blue and false is red. It leads to the description that " The dog had black hair, short tail and no collar. ", which is not one of the answer options.
First shopkeeper Second shopkeeper Third shopkeeper Black hair White hair Long tail Short tail Collar No collar
Now, if we assume that the dog had long tail or white hair, we get " The dog had white hair, long tail and wore a collar. ", which is one of the answer options.
First shopkeeper Second shopkeeper Third shopkeeper Black hair White hair Long tail Short tail Collar No collar
These are the only two possible descriptions of the dog. Therefore, the answer is The dog had white hair, long tail and wore a collar.