Posts

View source for WarioWare: Smooth Moves

Image
Please consider supporting The Cutting Room Floor on Patreon. Thanks for all your support! View source for WarioWare: Smooth Moves ← WarioWare: Smooth Moves Jump to: navigation, search You do not have permission to edit this page, for the following reason: The action you have requested is limited to users in one of the groups: Users, Autoconfirmed users, mathuser. You can view and copy the source of this page: {{Bob | bobscreen= WarioWareSmoothMoves-TitleScreenUS.png | screenwidth= 320px | aka= Odoru Made in Wario (JP), Chumchwola Made in Wario (KO) | developers= {{developer|Nintendo SPD Group No. 1}}, {{developer|Intelligent Systems}} | publisher= Nintendo | system= Wii | japan= {{date|2006|December|2}} | usa= {{date|2007|January|15|nocat=true}} | europe= {{date|2007|January|12|nocat=true}} | aus= {{date|2007|January|25|nocat=true}} | korea= {{date|2009|June|28|...

Provincia di Víctor Fajardo

Image
.mw-parser-output .avviso .mbox-text-div>div,.mw-parser-output .avviso .mbox-text-full-div>div{font-size:90%}.mw-parser-output .avviso .mbox-image div{width:52px}.mw-parser-output .avviso .mbox-text-full-div .hide-when-compact{display:block} Questa voce sull'argomento province del Perù è solo un abbozzo . Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Provincia di Víctor Fajardo provincia Provincia de Víctor Fajardo Localizzazione Stato   Perù Regione Ayacucho Amministrazione Capoluogo Huancapi Territorio Coordinate del capoluogo 13°41′S 74°04′W  /  13.683333°S 74.066667°W -13.683333; -74.066667  ( Provincia di Víctor Fajardo ) Coordinate: 13°41′S 74°04′W  /  13.683333°S 74.066667°W -13.683333; -74.066667  ( Provincia di Víctor Fajardo ) Superficie 2 260,19 km² Abitanti 27 919 (2005) Densità 12,35 ab./km² Altre informazioni Fuso orario UTC-5 Cartografia Huancapi Sito isti...

Gambling game: What is the probability of eventually going broke

Image
11 5 $begingroup$ You find 2 dollars in your pocket and decide to go gambling. Fortunately, the game you're playing has very favourable odds: each time you play, you gain 1 dollar with probability 3/4 and lose $1 with probability 1/4. Suppose you continue playing so long as you have money in your pocket. If you lose your first two bets, you go broke and go home after only two rounds; but if you win forever, you'll play forever. What's the probability you'll eventually go broke? I think I am overthinking this: To go broke, you have to end on two Losses, which have p(L) = 1/4 Before the two losses there has to have been an even number of losses and win to have a balance of 2 dollars before the final two losses. $P(Broke)=left( dfrac {1}{4}right) ^{2}sum ^{infty }_{i=0}left( dfrac {1}{4}ri...