BrainBashers - Random Puzzles

Puzzle 5

Golf House Mischief – Logic Puzzles

Five men, whose names are Bob Edison, Tom Stevenson, Marty Brown, Jim Davis, and John Alberts were questioned by the police for a crime committed in their local golf house.

Detectives investigated, they questioned the suspects, the witnesses, and people who know the suspects, and they collected physical evidence from the crime scene.

They collected the following 14 clues, but have not been able to solve the crime.

So, they have called on you to help. Can you examine the clues, and solve the crime for them?

No two suspects have the same hair colour, weight, height, wife's first name, or colour shoes. Can you find the culprit?

The suspect who has red hair weighs 140 pounds.
Bob Edison is 5 feet 3 inches tall.
The culprit has a wife named Mary.
The suspect who weighs 150 pounds is not the one who is 5 feet 9 inches tall.
The suspect who has a wife named Pam is not the one who has blonde hair.
Jim Davis was wearing orange shoes.
John Alberts has black hair.
The suspect who has a wife named Betty weighs 200 pounds.
Tom Stevenson weighs 210 pounds.
The suspect who weighs 200 pounds has no hair.
The suspect who has a wife named Cathy weighs 140 pounds.
Marty Brown has brown hair.
The suspect who has black hair has a wife named Mary.
The suspect who has no hair is not the one who was wearing orange shoes.

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Puzzle 6

These five business people represented different companies at a recent trade fair. Unfortunately, the hotel they were all due to stay in had accidentally double booked their rooms. They tried other hotels in the area but all were fully booked. Consequently, they all agreed to share the only two rooms available in the hotel, one twin and one triple.

From the clues, can you work out each person's name, company and official title?

When the five realised their dilemma, they drew straws to see who would share with whom. The outcome for four of them was that the CEO shared with the business person from ABM Inc. and Glenn shared with the Developer.
Alex does not work for Reed Right and is not the Director. The Director does not work for Lantel or Blue Teeth.
Neither Clarkson nor Grimaldi works for Reed Right. Grimaldi is either the IT Analyst or the CEO.
The business person from Reed Right did not share a room with Taylor.
Clarkson, who does not work for Lantel, shared with either Taylor or Grimaldi but not both.
Glenn's surname is either Casson or Graves. Glenn did not share with Charlie.
The business person from Chiptech shared with the business person from Lantel.
The CEO shared with the IT Analyst.
Casson works for either Blue Teeth or Chiptech.
Neither Jesse nor Alex works for ABM Inc.
Fielder shared with the Director.
The business person from Blue Teeth shared with the Developer. First names : Alex, Charlie, Glenn, Jesse, Taylor.
Last names  : Casson, Clarkson, Fielder, Graves, Grimaldi.
Company     : ABM Inc., Blue Teeth, Chiptech, Lantel, Reed Right.
Position    : Accountant, CEO, Developer, Director, IT Analyst.

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Answer
First    Last Name  Company     Position
Charlie  Grimaldi   ABM Inc.    IT Analyst
Glenn    Casson     Chiptech    Director
Jesse    Graves     Reed Right  CEO
Alex     Clarkson   Blue Teeth  Accountant
Taylor   Fielder    Lantel      Developer

To solve this puzzle, you first need to determine who shared which room with whom. Three delegates shared the triple and two shared the twin. The CEO shared with the business person from ABM in one room and Glenn shared with the Developer in the other (1). Since Grimaldi is either the IT Analyst or the CEO (3) and the CEO shared with the IT Analyst, Grimaldi is in the same room as whoever is the CEO, IT Analyst and ABM delegate although Grimaldi could have been one of these people. Glenn did not share with Charlie (6) so Charlie is in the same bedroom as, and possibly is, the CEO, IT Analyst, Grimaldi and/or the ABM delegate. Grimaldi and Taylor were in different rooms so Taylor shared a room with Clarkson (5) and the Reed Right delegate was in a different room to Taylor. At this stage we know:

Room 1
CEO
IT Analyst
ABM delegate
Grimaldi
Charlie
Reed Right delegate

Room 2
Glenn
Developer
Taylor
Clarkson

Since the Chiptech delegate shared with the Lantel delegate (7), both of these must have been in room 2 otherwise there would be four delegates in room 1 which is not possible.

Now this has been ascertained, the puzzle can be solved:

The CEO shared with the IT Analyst so the IT Analyst must work for ABM (Clues 1 and 8) so the CEO must work for Reed Right. Since Grimaldi does not work for Reed Right, they must be the IT Analyst. Clarkson, Fielder and Casson are in room 2 so the CEO must be Graves. Graves is not Glenn (1), Taylor (4), Charlie (IT Analyst) or Alex (2) so must be Jesse. Clarkson is not Taylor (5), Glenn (6), Charlie or Jesse (in room 1) so must be Alex. The Director does not work for Lantel or Blue Teeth (2), Reed Right or ABM (room 1) so must work for Chiptech. This is not Graves or Grimaldi (room 1), Clarkson (2) or Fielder (11) so must be Casson. Since Graves' first name is Jesse, Casson must be Glenn (6). Alex Clarkson does not work for Reed Right or ABM (room 1), Lantel (5) or Chiptech so must work for Blue Teeth. Since they are not the Developer (12) they must be the Accountant. This leaves Taylor Fielder who is the Developer for Lantel.

Puzzle 7

Four friends were discussing the colours of the flowers they had for the local flower show, from this year, and last.

There were four different colours: red, green, blue and yellow.

No-one entered the same colour flower twice.
The entrant who currently has the green flowers, used to have yellow.
Betty, who is not Mrs Long, currently has the blue flowers.
Mrs Kipper, who now has yellow flowers, used to have blue.
Neither Mrs Annie Ford, nor Mrs Jester, have ever owned yellow flowers.
Cybil is not Mrs Kipper.
Diane and Annie have entered four different colours in total.
Can you determine the full names, and colours of the flowers the ladies currently have, and previously had?

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Puzzle 8

What are the next three characters in this sequence:

2 1 F 1 1 F 0 1 F 9 F ?

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