<s>[INST] Here are the problem and a solution. However, the solution is not correct.

Problem: There are 5 houses in a row, each of which is painted a different color: blue, green, white, red, and yellow. Each house is occupied by a person of a different nationality: American, British, Canadian, Indian, and Japanese. Each person has a different favorite drink: coffee, tea, milk, soda, and water. Using the following clues, determine the color of each house, the nationality of its occupant, and his or her favorite drink.

* Each house is painted a different color.
* Each person is of a different nationality.
* Each person has a different favorite drink.
* The Canadian lives in the first house.
* The person who drinks milk lives next to the person who owns the yellow house.
* The person who owns the yellow house drinks soda.
* The person who drinks coffee lives in the house next to the British person.
* The American lives in the red house.
* The person who drinks tea lives in the house next to the person who owns the green house.
* The person who owns the green house drinks water.

Solution:
House 1: Yellow, Canadian, milk
House 2: Blue, British, coffee
House 3: Red, American, unknown (tea or soda)
House 4: Green, Indian, tea
House 5: White, Japanese, water

Why is this solution not correct?[/INST]