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Difficulty: MediumPuzzle 1

Each of the following sets of letters can be made into a real word by adding three letters to the beginning, and the same three letters in the same order to the end.

For example, ANGLEM can have ENT added at the start and the end to become ENT + ANGLEM + ENT = ENTANGLEMENT.

ERTAINM
ISCOVE
ROW
IOXID
ROCOS

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 [Ref: ZTVA] © Elliott Line
This puzzle appeared in Mensa's EnigmaSig (203.08) and is used with permission.

Difficulty: MediumPuzzle 2

These words can all have a letter added and then be rearranged to make a new 5-letter word. The letters added spell a 9-letter word. What are the new words?

HERB
BANG
KEEN
SUIT
QUAD
WHEY
CELL
TOIL
WILD

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 [Ref: ZCDD] © Kevin Stone

Difficulty: EasyPuzzle 3

Last weekend I travelled to my sister's house in Glasgow, around 250 miles away. I started on Saturday morning at 7am, traffic was heavy in places, and at times I was stationary. I arrived sometime after lunch.

On Sunday, it was time to make my way home, over exactly the same route. I left my sister's at exactly the same time, 7am, however, this time I came straight home without any travel delays, arriving home just before lunch.

How likely is it that I was at exactly the same point at exactly the same time on both days?

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 [Ref: ZGAI] Copyrighted.

Difficulty: MediumPuzzle 4

Below are six animals that have been split. Take a set of three letters from the left column, and a set of three letters from the right column and merge them together again, without changing the order of the letters in each half. Matching sets will not necessarily be on the same row.

For example WMB + OAT and OAT + WMB both equal WOMBAT as the order of the letters OAT, and WMB remain the same. For another example, RABBIT could become RBT + ABI.

CYO ARU
WLS DNE
EAR FEE
OKY OTE
RRT JAR
AGU BVE

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 [Ref: ZIFY] © Kevin Stone

Difficulty: EasyPuzzle 5

Name three consecutive days without using the words Monday, Tuesday, Wednesday, Thursday, Friday, Saturday, or Sunday.

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 [Ref: ZSNI]

Difficulty: EasyPuzzle 6

Can you find all of the spokes? A digit on a hub denotes the number of spokes that meet there. Spokes never cross and in the end everything will be connected.

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 [Ref: ZDIE] © Johan de Ruiter
Visit www.puzzlepicnic.com for more Spoke Puzzles.

Difficulty: MediumPuzzle 7

Due to rumours that there was a world shortage of chewing gum, everyone was stocking up on packs. By the time I'd got to the store, they had sold out!

However, there were two people at the till who had already bought 4 and 5 packs respectively and they kindly offered to share their packs with me.

After the sharing, we all had the same number of packs each and I paid them $9 for my packs. How did they share the $9 between them?

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 [Ref: ZNBH] © Kevin Stone

Difficulty: EasyPuzzle 8

Using the BrainTracker grid below, how many words can you find? Each word must contain the central M and no letter can be used twice. The letters do not have to be connected. Proper nouns are not allowed, however, plurals are. There is at least one nine letter word. Excellent: 38 words. Good: 31 words. Average: 24 words.

W

I

E

H

M

L

A

E

N

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 [Ref: ZLOU] © Kevin Stone

Difficulty: MediumPuzzle 9

Each of these sets of arrows represents a word - what are the words?

Arrows

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 [Ref: ZEEG] © Kevin Stone

Difficulty: EasyPuzzle 10

What is represented by this BrainBat?

      P
      U
      R
P U R P O S E S
      O
      S
      E
      S

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 [Ref: ZZPV] © Kevin Stone


 

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