Four people of different nationalities live on the same side of a stre...
Given Information:
- There are four houses, each of a different color: red, blue, white, and yellow.
- There are four people of different nationalities: Englishman, Italian, Norwegian, and Spaniard.
- Each person has a different favorite drink: tea, milk, fruit juice, and Coca.
- Additional information is given in the form of statements A to I.
Analysis of statements:
A. The Englishman lives in the red house.
- This tells us that the Englishman lives in the red house.
B. The Italian drinks tea.
- This tells us that the Italian drinks tea.
C. The Norwegian lives in the first house on the left.
- This tells us that the Norwegian lives in the first house on the left.
D. In the second house from the right, they drink milk.
- This tells us that milk is consumed in the second house from the right.
E. The Norwegian lives adjacent to the blue house.
- This tells us that the Norwegian lives next to the blue house.
F. The Spaniard drinks fruit juice.
- This tells us that the Spaniard drinks fruit juice.
G. Tea is drunk in the blue house.
- This tells us that tea is consumed in the blue house.
H. The white house is to the right of the red house.
- This tells us that the white house is located to the right of the red house.
I. Coca is drunk in the yellow house.
- This tells us that Coca is consumed in the yellow house.
Analysis of options:
a) Milk is drunk in the red house.
- This statement contradicts statement A, which states that the Englishman lives in the red house. So, option a) is not true.
b) The Italian lives in the blue house.
- This statement is not mentioned in any of the given statements, so it could be true or false.
c) The Spaniard lives in a corner house.
- This statement is not mentioned in any of the given statements, so it could be true or false.
d) The Italian lives next to the Spaniard.
- This statement is not mentioned in any of the given statements, so it could be true or false.
Conclusion:
Based on the given information and analysis of the statements, option a) is not true.
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