This is a logic puzzle that requires creating a table to track the properties of each book. The properties are: Cover Colour, Age, and Subject.
Let's list the information given: 1. Green Cover: B, C, E, F. This means Yellow Cover: A, D. 2. New: A, B, D. This means Old: C, E, F. 3. Law: A, B, C. This means Medical: D, E, F.
The question asks for books that satisfy three conditions simultaneously: 1. Must be Old. (The candidates are C, E, F). 2. Must be Medical extracts. (The candidates are D, E, F). 3. Must have Green covers. (The candidates are B, C, E, F).
We need to find the books that are present in all three of these candidate lists. - List 1 (Old): {C, E, F} - List 2 (Medical): {D, E, F} - List 3 (Green): {B, C, E, F} The common elements in all three lists are E and F.
A, B, C, D, E, F and G are travelling in three different vehicles: Swift, Creta, and Nexon. There are at least two passengers in each vehicle. Among them, only two are male. There are two engineers, two doctors and three teachers.
(i) C is a lady doctor and she does not travel with A and F, who are sisters.
(ii) B, a male engineer, travels with only G, a teacher, in a Swift.
(iii) D is a male doctor.
(iv) Two persons belonging to the same profession do not travel in the same vehicle.
(v) A is not an engineer and travels in a Creta.
(vi) The pair of sisters A and F travels in the same vehicle.
What is the profession of F?
How many triangles are there in the figure given below? 