table of contents this week`s kentertainment

ThankyouforparticipatingintheKenKenClassroomProgram!
TherearemanywaystouseKenKenwithyourstudents,includingplaying
interactivelyonlineorusinglargerpuzzlesforteamworksolving.
TABLEOFCONTENTS
3x3……………...…..……….…..……………………….……Page2
4x4….….………..………….…….......……………………….Page3
5x5……………..….……….……...…………………….…….Page4
6x6………………..……..……..…………………..…....…….Page5
7x7,8x8…………………….………………………..………Page6
BonusPuzzle…………………………………………...….Page7
Rules…….…………………………………………………….Page8
AnswerKey………………………………………………...Page9
THISWEEK’SKENTERTAINMENT
Findthesolutionatthebottomoftheanswerkey.
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1
3x3
2-1
2-2
2-3
2-4
2-5
2-6
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2
4x4
2-7
2-8
2-9
2-10
2-11
2-12
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3
2-13
2-15
5x5
2-14
2-16
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4
6x6
2-17
2-18
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5
7x7,8x8
2-19
1-19
2-20
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6
BonusPuzzle
ThereareseveralwaystoenjoyKenKen.Trythisvariant!
KenKenNo‐Operation(“No‐Op”):Thereisstillatargetnumber,buttheoperationto
gettothetargetnumberisnotprovided.Trytofigureoutwhichoperationstouse.
Hint:Anycagewiththreeormoresquarescanonlyuseadditionormultiplication.
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HOWTOPLAYKENKEN®
RULES
1. Fillineachsquarewithasinglenumber.Ina3x3grid,usethenumbers1
through3.Ina4x4grid,usethenumbers1through4.Ina5x5grid,usethe
numbers1through5…andsoon.
2. Donotrepeatnumbersinanyindividualroworcolumn.Forexample,ina
3x3grid,eachcolumnandeachrowshouldbefilledinwiththenumbers1,
2,and3,withnoduplication.
3. Eachheavilyoutlinedsetofsquaresiscalleda“cage.”Thenumbersineach
cagemustcombine(inanyorder)toproducethetargetnumberindicated
inthetopcornerbyusingthemathematicaloperationnexttothetarget
number.
4. Anumbermayberepeatedwithinacageaslongasitisnotinthesamerow
orcolumn.
HINTS
1. Firstfillinsingleboxcages,called“freebies,”withthenumberinthetopleft
corner.
2. Notethecandidates(allpossiblenumbersforeachsquare)foreach
remainingsquareandthendeterminethecorrectnumbersbymath,logic,
andprocessofelimination.
3. Eachpuzzlehasoneuniquesolution.
Hello,I’mLulu,theKenKenGuru.
DidyouknowtheJapaneseword,
Kengaeru,means“tothink”?
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ANSWERKEY
2-1
2-2
2-7
2-3
2-8
2-13
2-9
2-14
2-17
2-18
Bonus Puzzle:
2-4
2-5
2-6
2-10
2-11
2-12
2-15
2-16
2-19
2-20
This Week’s Kentertainment:
First you weigh 6 pennies, 3 on each side of the scale. If one side
weighs more than the other, then the penny that weighs more is on that
side. If the scale is balanced, that means the penny that weighs more
is included in the group of pennies that haven't been weighed yet. Now
you know which group of 3 the heaviest penny is in. Now take two of
the pennies from that group and put them on each side of the scale. If
one weighs more than the other, it is the heaviest penny. If they both
weigh the same, the heaviest penny is the one that isn't on the scale.
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9