Puzzle 13
Assign every letter of the alphabet its numerical value: A=1, B=2, C=3, and so on, up to Z=26.
Can you find any common 6-letter words that have a total over 115?
For example, WIZARD = 23 + 9 + 26 + 1 + 18 + 4 = 81.
Puzzle Copyright © Kevin Stone
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Hint
There are many answers, however, Z doesn't appear very often.
Answers
Choose from: luxury, struts, stylus, syrupy, trusts, twisty.
Other less common words include: scuzzy, syrups, syzygy, trouty, trusty, tryout, trysts.
Puzzle 14
Can you find the country hidden in the following sentence:
During the recent BrainBashers aquatic contest, the walrus struggled to finish, the sea lion finished second, and the penguin easily won!
Puzzle Copyright © Kevin Stone
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Hint
The country spans more than one word.
Answer
Guinea.
During the recent BrainBashers aquatic contest, the walrus struggled to finish, the sea lion finished second, and the penGUIN EA sily won!
Puzzle 15
Place the words below into pairs.
You will then have 5 lots of eight letters, each of which is an anagram of at least one other word.
Can you find the 5 pairings, and at least one anagram each?
peer
time
date
wall
june
tone
snob
seat
pale
veil
Puzzle Copyright © Kevin Stone
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Hints
Try: pale + tone, veil + june, peer + date.
Answers
pale + tone = antelope
veil + june = juvenile
peer + date = repeated, departee
snob + wall = snowball
time + seat = estimate, meatiest, teatimes
Puzzle 16
At the toy factory, 2 toy makers can make 6 boxes of toys in 3 hours.
By this same reasoning, how many toy makers will it take to make 22 boxes of toys in 5 hours?
Puzzle Copyright © Kevin Stone
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Hint
How many boxes of toys can 1 toy maker make in 5 hours?
Answer
Five toy makers.
Reasoning
How many boxes of toys can 1 toy maker make in 5 hours?
2 toy makers can make 6 boxes of toys in 3 hours
1 toy maker can make 3 boxes of toys in 3 hours
1 toy maker can make 1 box of toys in 1 hour
1 toy maker can make 5 boxes of toys in 5 hours
So 4 toy makers could only make 20 boxes of toy in 5 hours, and we require the extra toy maker to make the remaining 2 boxes of toys.
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