Has to be Smith if we say that Mr. Jones can't be the brakeman's neighbor because 20,000 is not divisible by 3
polarsystem
25 November 2016
a. Mr. Robinson lives in Detroit
b. The brakeman lives exactly halfway between Detroit and Chicago
c. Mr. Jones earns exactly $20,000 a year
d. Smith once beat the fireman at the billiards
e. The brakeman s next door neighbor, one of the three passengers mentioned, earns exactly three times as much as the brakeman
f. The passenger living in Chicago has the same name as the brakeman.
From a. and b.
=> Mr. Robinson is not the brakeman's next door neighbor (1)
20,000 is not divisible by 3
=> Mr. Jones is not the brakeman's next door neighbor (2)
From (1) and (2)
=> Mr. Smith is brakeman's next door neighbor (3)
From a. and (3)
=> Mr. Jones lives in Chicago (4)
From f. and (4)
=> The brakeman's name is Jones (5)
From d.
=> The fireman's name is not Smith (6)
From (5) and (6)
=> The fireman's name is Robinson (7)
From (5) and (7)
=> The engineer's name is Smith
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Comments (4)
Smith
Jones
Has to be Smith if we say that Mr. Jones can't be the brakeman's neighbor because 20,000 is not divisible by 3
a. Mr. Robinson lives in Detroit
b. The brakeman lives exactly halfway between Detroit and Chicago
c. Mr. Jones earns exactly $20,000 a year
d. Smith once beat the fireman at the billiards
e. The brakeman s next door neighbor, one of the three passengers mentioned, earns exactly three times as much as the brakeman
f. The passenger living in Chicago has the same name as the brakeman.
From a. and b.
=> Mr. Robinson is not the brakeman's next door neighbor (1)
20,000 is not divisible by 3
=> Mr. Jones is not the brakeman's next door neighbor (2)
From (1) and (2)
=> Mr. Smith is brakeman's next door neighbor (3)
From a. and (3)
=> Mr. Jones lives in Chicago (4)
From f. and (4)
=> The brakeman's name is Jones (5)
From d.
=> The fireman's name is not Smith (6)
From (5) and (6)
=> The fireman's name is Robinson (7)
From (5) and (7)
=> The engineer's name is Smith
Add a Comment or Suggest an Answer