A, B, C, D and E all live on Pine Street which has house numbers from 10 to 111, inclusive. Two of them live in the same house. The
others all live in different houses. They all have made remarks about where they live, but not all the remarks are true.
A said, “My house number is a factor of B’s house number. E’s house
number is 10 greater than D’.”
B said, “My house number is greater than 70. A’s house number is
greater than 30.”
C said, “My house number is both a cube and a square. D’s house
number is greater than 50.”
D said, “My house number is a square. B’s house number is a cube.”
E said, “My house number is twice B’s"
But who’s telling the truth? It turns out that all statements made by people living in houses with numbers greater than 50 were false. All
the other statements were true.
Can you find out the house number of E?
None of these
Please post screenshots of the questions.