Name:Unknown
Clan:icubic
Member Since:Apr 2016
Last Seen:Jul 2019
Profiles:
Following:6
Followers:11
Allies:6
Fundamentals
pow => powerOf => x^y
A simple function I use all the time because I cannot be bothered to remember how to use Math.Pow(). Also, who uses double anyway? Pshh, real men use BigInteger.
using System.Numerics;
public class basic
{
public static BigInteger pow(long down, long up)
{
BigInteger power = 1;
for (long i = 0; i < up; i++)
power *= down;
return power;
}
}namespace Solution
{
using NUnit.Framework;
using System;
using System.Numerics;
[TestFixture]
public class SolutionTest
{
[Test] public void Test01_ZeroZero() {Assert.AreEqual(BigInteger.Parse("1"),basic.pow(0,0));}
[Test] public void Test02_OneZero() {Assert.AreEqual(BigInteger.Parse("1"),basic.pow(1,0));}
[Test] public void Test03_OneOne() {Assert.AreEqual(BigInteger.Parse("1"),basic.pow(1,1));}
[Test] public void Test04_TwoFive() {Assert.AreEqual(BigInteger.Parse("32"),basic.pow(2,5));}
[Test] public void Test05_ThreeSix() {Assert.AreEqual(BigInteger.Parse("729"),basic.pow(3,6));}
[Test] public void Test06_NineNine() {Assert.AreEqual(BigInteger.Parse("387420489"),basic.pow(9,9));}
[Test] public void Test07_FiftyFifty() {Assert.AreEqual(BigInteger.Parse("8881784197001252323389053344726562500000000000000000000000000000000000000000000000000"),basic.pow(50,50));}
[Test] public void Test08_NinetyNinety() {Assert.AreEqual(BigInteger.Parse("76177348045866392339289727720615561750424801402395196724001565744957137343033038019601000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000"),basic.pow(90,90));}
[Test] public void Test09_NinetyThousand() {Assert.AreEqual(BigInteger.Parse("17478712517226516096599746191646605705290624874351885178118880118106862662272754892914864698646811110756089506961452765887713684358755086475144142020936384818729123800899771793815296284783205235193191426815044240594108902145005006478139358189257019054026054840981379569793685510258252394113186439979165236770447696626286464065403356279753296192642450797504708624624740911054444373553021461514753480907553301532690679330916994798890898246508417955674786063969756645571437376570270804032399777578652968467400937123779157705360942236880491080232441391830279624844110784644395168452279619352212698147534167825764555073160737519853740460645925467960431507378083145016846797580569059487592463686444161518631380852766035958164109451575997420776176189116011851556020807717467859593598794901919333899652712754031279254322479632696759126461031563439543754427926889360470415335375231379413106908339497677642900813339003803104061547231578821124499916738190541104400010000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000"),basic.pow(90,1000));}
[Test] public void Test10_Million1Thousand1() {Assert.AreEqual(BigInteger.Parse("100100150066670809158483499421333549931659279950256531258381054075832352691111100563460368666948393085728674375432182686423284941840815295454588626468818315744603979135313242591585700855322595369112679215927941599741100408514226687574613727860102113158715811386859720363965440970838651803641633812634487948011698547867663967234620586669998561703934220681369609670681017037202638896350145227005459644489377544171136815725254033022539832902185880961646504487720243769612282998193926038151186504281749936477066962613165639078992841675332158279062127046166314595318213312015950884258684543733251773977436468681338285413122476687800796728610590709922008528097477100124834528173388181508744458249381535924850639980908145526296321878708597179670878441781970907842390318781220602330967706814067125065290908233096604488799663719164464300187030231944601632189488016309134376365564002862734802671203540016855266242269770308702567597195864989161997233239693677954486962992563964237367075502661378538380488192772595584071084526834772752820437751701445109039885616490140605445718344062812400752151597749490660853353872035172959332587248432536805185840104791890511423131880793376395616877387640363002417947302438822647174372324235705648483104728831752700468258528436715673699797237346335230457092659450776473888671888532663473691770603324467886894198040396914134433206622497573932591085481936196108933206150882494069992532624838418620666889245742071448404817740466719856634678235288167069336335602613710003608685714172700569791795386987451096886801824848406439461907115878498853668522127450426880951474311060940209269151706221124788907113323612746224000609767665780422149705846624298285643371513761897518117144205589212802598414095752994593494758042936731216446321506768469540365682256718577262602145021771308080709170380659943475619898407359378923575086525007695592290786214909115158247790660682206136580892268500797012502682718186144797388334808166093042199621311267327122560924310363331093805844968279819587494868099632546582263769970340177829564758544951016199371131689328425371541083957144864698460399489276663945674092747222761389584985406228651502519044727059405945953446104817627669066149178154654088313451913302607958279185317697256068741970709589077359804705296923039907481168800684948648603329626951442718592890624246278993576882739165744842803689700500165704704585650792364758980099545856093158314939087386321182504685172242488620203546513808479983610984467961148954781474172252251439022723019032465182859459800421359853398436276130241328764277602905483492886157014692520981338682981343283649408488227454598847901273593942816373784454256541927929647619555626465165221802099599600342192812895874106732566135912444327679772777415270024667479954578995473131703921856535623630775843274909375402422801954966779079662223594532860894097014285826217793942612301671431095992236477255149217216189936940918816904687399509332015474213925373582010731376147697927483566361000340039391096473690206986258909020789593525634713411829322281814739202095731123999045755570942106079940342988660617297421200497516868118532079902747344861027231695197066680540123537908566680165191902018300420833754865602015108121746763929378903441877610809822020569308239025310596437656641687243387843792106495748631020671741884770194788116170797939544040639498453121831578421374166033235798963543307246905464531411862710843879929924646518955269507126247267547479595838279544428776592908106104428330383648050181730906513607174776781023495034051576594030501748557652228559987163863727295699745312552264534913777859075529689304583768004582674374916124528183841373860450101032658353078785252586998984397872964920584908946169417323190381065065606989600784519117926675956450065609104288827486022869883051284458144244133366939944497186159792993702250194346945114655538050760611006302063764400871618141508939730974351220316682149605993909752654465275587609210474968501244966178361654834258972111721298515553455103739705689123324231973085262968551961917631831342568243745092643742944542201410488640647083774346929810270165107969534260373069044456703936874782972557325522430566602725285440581661661036486759040232844751799395551339546279649869363216231874512915023269295539656597933700103579733277893579599885471697231361779132773055122034267488143966011190700959185611062885707803674643411473960051392053899711335280143813535766339032347611383169749142604352364599666606318767491765489619658374984940895797295840410316329015295409705460473986701416382020623273638000668797861825032399970521265208578764429265484544547434470558858769010382420119514665343517312006711628922240632566405298627216368980437267799836321594296088842093808573846970918651591918225360888504040280960897723709468090052247863586107134840353835882805860943184588014259408742959145953174011799776901298591060743434615554063830300650745358606102255132225320509996807360325707394400815463400676889514249963645178677511225305832772688229614661180932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}
}