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You are at the section Fun With Math-Powers and Roots of 2 and 3

Powers and Roots of 2 and 3 Powers

8001-8500

nn½(10×n)½n(10×n)(100×n)n
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nn½(10×n)½n(10×n)(100×n)n
nn½(10×n)½n(10×n)(100×n)n
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82006724000090.5538513813742286.35642126552755136800000020.16529675218143.444814857686193.59901623141168200
nn½(10×n)½n(10×n)(100×n)n
nn½(10×n)½n(10×n)(100×n)n
82016725640190.5593727893474286.37388149061455156974460120.166116446371343.446580835284893.6028209148128201
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82066733843690.5869747811461286.46116665265555257920581620.170213918128743.455408570580493.62183969396738206
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82096738768190.6035319399856286.51352498616955318547332920.172671602315143.460703490648893.63324725344348209
82106740410090.6090503205944286.53097563788855338766100020.173490697313743.462468177328193.63704915564248210
82116742052190.6145683651365286.54842522687255358989793120.17430972580343.464232720717593.64085074913278211
82126743694490.6200860736735286.56587375331355379218412820.175128687796543.465997120846193.64465203397698212
82136745336990.6256034462668286.58332121740855399451959720.175947583307743.46776137774393.64845301023778213
82146746979690.6311204829776286.60076761934955419690434420.176766412350143.469525491437293.65225367797768214
82156748622590.6366371838673286.6182129593355439933837520.177585174937243.471289461957893.65605403725948215
82166750265690.6421535489973286.63565723754655460182169620.178403871082543.473053289333993.65985408814568216
82176751908990.6476695784288286.6531004541955480435431320.179222500799543.474816973594493.66365383069868217
82186753552490.6531852722231286.67054260945655500693623220.180041064101643.476580514768493.66745326498128218
82196755196190.6587006304414286.68798370353855520956745920.180859561002243.478343912884993.67125239105578219
82206756840090.6642156531451286.70542373662955541224800020.18167799151543.480107167972993.67505120898488220
82216758484190.6697303403953286.72286270892355561497786120.182496355653243.481870280061493.67884971883078221
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82256765062590.6917857360853286.79260799455642639062520.185769148730643.488921299000593.6940406786338225
82266766707690.6972987469858286.81004166521155662936717620.186587181198243.490683696526393.69783764900038226
82276768352990.7028114227999286.82747427678555683239308320.18740514737243.492445951226493.70163431165898227
82286769998490.7083237635885286.84490582891655703546835220.188223047265443.494208063129793.70543066667128228
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82306773290090.7193474403338286.87976575562155744176700020.189858648264843.497731858661993.71302245400628230
82316774936190.7248587764125286.8971941305855764499039120.190676349397643.499493542348593.71681788645368231
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82336778228990.7358804442873286.93204770467955805158533720.192311552996543.503016481707393.7244078292198233
82346779875690.7413907762053286.94947290420355825495690420.193129055489443.504777737437293.72820233966168234
82356781522590.746900773525286.96689704563555845837787520.193946491795943.506538850572793.73199654289368235
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82386786464490.7634287585038287.01916312330155906893727220.196398403730143.511821334700793.74337730994858238
82396788112190.7689374180396287.03658303428855927255591920.197215575424443.513581877746793.74717028496028239
82406789760090.7744457432817287.05400188814655947622400020.198032680999243.515342278342493.7509629530728240
82416791408190.7799537342909287.07141968506755967994152120.198849720467843.517102536516793.7547553143468241
82426793056490.785461391128287.08883642524355988370848820.199666693843643.518862652298293.75854736884438242
82436794704990.7909687138539287.10625210886656008752490720.200483601139943.52062262571693.7623391166298243
82446796353690.7964757025293287.1236667361356029139078420.201300442370143.522382456798693.7661305577628244
82456798002590.8019823572151287.14108030722456049530612520.202117217547643.524142145574993.76992169230538245
82466799651690.8074886779719287.15849282234456069927093620.202933926685643.525901692073693.77371252032098246
82476801300990.8129946648606287.17590428167956090328522320.203750569797743.527661096323693.77750304187088247
82486802950490.8185003179418287.19331468542256110734899220.20456714689743.529420358353593.78129325701688248
82496804600190.8240056372763287.21072403376656131146224920.20538365799743.531179478192193.7850831658218249
82506806250090.8295106229248287.22813232690156151562500020.20620010311143.53293845586893.78887276834528250
82516807900190.8350152749478287.24553956502156171983725120.207016482252243.534697291410293.79266206465128251
82526809550490.8405195934061287.26294574831656192409900820.207832795434143.536455984847293.79645105480098252
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82606822760090.8845421400141287.40215726399856355997600020.214360927949443.550520419999393.82675196178848260
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82626826064490.8955444452587287.43694960808456396944072820.21599230241643.554035109742693.8343241312968262
82636827716990.9010450985026287.45434420095356417424744720.21680789092343.555792241914993.83810975780328263
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82676834328990.9230443836984287.52391204906856499397016320.22006958708643.562819353276693.85324921029158267
82686835982490.9285433733544287.5413013812156519902483220.220884846726743.56457577692893.85703331033648268
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82736844252990.9560333347931287.62823227214756622504241720.224960159192843.573355771477693.87594923517248273
82746845907690.9615303301346287.64561529771356643039482420.225775024631243.575111345845893.87973150549228274
82756847562590.9670269933012287.6629972728556663579687520.226589824415543.576866778766693.88351347107288275
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82776850872990.9780193233508287.697758072656704674993320.228219227074843.5803772203893.89107648826198277
82786852528490.9835149903542287.71513689759256725230095220.229033829976343.582132229129593.89485753999328278
82796854184190.9890103254234287.73251467291656745790163920.229848367276643.583887096545593.89863828723068279
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82816857496191287.76726707532256786925204120.231477245126343.587396407490893.90619886846928281
82826859152491.0054943396276287.78464170278456807500176820.232291585702243.589150851076993.90997870259298282
82836860808991.0109883475616287.80201528133956828080118720.233105860729643.590905153443393.91375823246798283
82846862465691.016482023862287.81938781117656848665030420.233920070221943.592659314618493.91753745815548284
82856864122591.0219753685889287.83675929248556869254912520.234734214192143.594413334630593.92131637971668285
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82886869094491.0384534139283287.88886744714556931054387220.237176253102443.599674547973393.93265132025388288
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82946879043691.0714005602198287.99305547182957054787618420.242058563606243.610193167090293.95531299817058294
82956880702591.0768905925098288.01041647829357075427237520.242872053080443.611945777033393.959088881838295
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82996887340191.0988474131259288.07985004161657158035489920.246125357335543.618954808577893.9741893825338299
83006889000091.104335791443288.09720581775957178700000020.246938520054643.620706714548493.97796374952978300
nn½(10×n)½n(10×n)(100×n)n
nn½(10×n)½n(10×n)(100×n)n
83016890660191.1098238391448288.11456054840457199369490120.24775161746243.622458479809393.98173781337668301
83026892320491.1153115562911288.13191423374157220043960820.248564649570843.624210104388793.98551157413458302
83036893980991.1207989429417288.14926687395957240723412720.249377616394343.62596158831593.98928503186428303
83046895641691.1262859991561288.16661846924657261407846420.250190517945443.627712931616393.99305818662678304
83056897302591.1317727249942288.18396901979157282097262520.251003354237343.629464134320893.99683103848278305
83066898963691.1372591205156288.20131852578357302791661620.25181612528343.631215196456894.00060358749298306
83076900624991.1427451857799288.21866698741157323491044320.252628831095743.632966118052594.00437583371828307
83086902286491.1482309208467288.23601440486257344195411220.253441471688543.634716899136194.00814777721938308
83096903948191.1537163257758288.25336077832657364904762920.254254047074443.636467539735894.0119194180578309
83106905610091.1592014006266288.27070610799157385619100020.255066557266543.638218039879694.01569075629188310
83116907272191.1646861454588288.28805039404657406338423120.255879002277943.639968399595994.01946179198468311
83126908934491.1701705603318288.30539363667857427062732820.256691382121643.641718618912894.0232325251968312
83136910596991.1756546453054288.32273583607657447792029720.257503696810843.643468697858394.02700295598668313
83146912259691.1811384004389288.34007699242957468526314420.258315946358543.645218636460894.03077308441728314
83156913922591.186621825792288.35741710592457489265587520.259128130777743.646968434748294.03454291054818315
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nn½(10×n)½n(10×n)(100×n)n
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