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The New Coffee Room

  1. TNCR
  2. General Discussion
  3. Puzzle time - who’s bullet?

Puzzle time - who’s bullet?

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  • Doctor PhibesD Doctor Phibes

    ||spoiler||
    Both hit - chance is .75 x .25 = .1875
    Both miss - chance is .25 x .75 = .1875
    J hit, K miss - chance is .75 x .75 = .5625
    J miss, K hit - chance is .25 x .25 = .0625

    If one bullet hits, either case 3 or 4 has taken place. Chance it was Jon is .5625/(.5625+.0625) = 90%.

    taiwan_girlT Offline
    taiwan_girlT Offline
    taiwan_girl
    wrote on last edited by
    #10

    @Doctor-Phibes your spoiler didn’t work. LOL

    but what you did makes sense. I am going to claim that I would have done the same answer. 😂😂

    1 Reply Last reply
    • Doctor PhibesD Offline
      Doctor PhibesD Offline
      Doctor Phibes
      wrote on last edited by
      #11

      Bugger, sorry.

      I was only joking

      brendaB 1 Reply Last reply
      • Doctor PhibesD Doctor Phibes

        Bugger, sorry.

        brendaB Offline
        brendaB Offline
        brenda
        wrote on last edited by
        #12

        @Doctor-Phibes said in Puzzle time - who’s bullet?:

        Bugger, sorry.

        Don't be sorry. You are t3h stats jock!

        1 Reply Last reply
        • taiwan_girlT taiwan_girl

          @jon-nyc #1 and #2 cannot happen. In the riddle, one bullet hits you said. I think that leaves only 3 and 4

          jon-nycJ Online
          jon-nycJ Online
          jon-nyc
          wrote on last edited by
          #13

          @taiwan_girl said in Puzzle time - who’s bullet?:

          @jon-nyc #1 and #2 cannot happen. In the riddle, one bullet hits you said. I think that leaves only 3 and 4

          Well it’s an intermediate step which allows you to get to the conditional probability that the target is hit by only one bullet.

          "You never know what worse luck your bad luck has saved you from."
          -Cormac McCarthy

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          • jon-nycJ Online
            jon-nycJ Online
            jon-nyc
            wrote on last edited by
            #14

            To make the problem more realistic instead of shooting a target the puzzle should have been successfully playing a Rachmaninoff etude.

            "You never know what worse luck your bad luck has saved you from."
            -Cormac McCarthy

            taiwan_girlT 1 Reply Last reply
            • jon-nycJ jon-nyc

              To make the problem more realistic instead of shooting a target the puzzle should have been successfully playing a Rachmaninoff etude.

              taiwan_girlT Offline
              taiwan_girlT Offline
              taiwan_girl
              wrote on last edited by
              #15

              @jon-nyc 😂

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              • MikM Away
                MikM Away
                Mik
                wrote on last edited by
                #16

                Neither one. Klaus can't shoot and you're drunk.

                “I am fond of pigs. Dogs look up to us. Cats look down on us. Pigs treat us as equals.” ~Winston S. Churchill

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                • Doctor PhibesD Offline
                  Doctor PhibesD Offline
                  Doctor Phibes
                  wrote on last edited by
                  #17

                  What's the probability of somebody's family member shooting either Klaus or Jon as they attempt to play a Rachmaninoff etude?

                  I was only joking

                  1 Reply Last reply
                  • KlausK Offline
                    KlausK Offline
                    Klaus
                    wrote on last edited by
                    #18

                    Exact Bayesian inference for the win.

                    normalize $ do
                        k <- coin 0.25
                        j <- coin 0.75
                        if ((k && not j) || (j && not k)) then (if k then return "Klaus" else return "Jon") else fail
                    

                    Result:

                    Dist [(0.9,"Jon"),(0.1,"Klaus")]
                    
                    1 Reply Last reply
                    • Doctor PhibesD Offline
                      Doctor PhibesD Offline
                      Doctor Phibes
                      wrote on last edited by
                      #19

                      Fucking IT people.

                      I was only joking

                      HoraceH 1 Reply Last reply
                      • Doctor PhibesD Doctor Phibes

                        Fucking IT people.

                        HoraceH Online
                        HoraceH Online
                        Horace
                        wrote on last edited by
                        #20

                        @Doctor-Phibes said in Puzzle time - who’s bullet?:

                        Fucking IT people.

                        Not in this lifetime. Nerds.

                        Education is extremely important.

                        1 Reply Last reply
                        • KlausK Offline
                          KlausK Offline
                          Klaus
                          wrote on last edited by Klaus
                          #21

                          I have a similar puzzle for Jon.

                          Jon sends us a recording of a Rachmaninoff etude and tells us that it is a recording from him.

                          Jon is a trustworthy forum member, so before listening we are 99% confident that Jon tells the truth and didn't actually send us a recording by Klaus (which would be flawless).

                          However, we also know that the probability that Jon hits a correct note is only 40%.

                          We start listening to the 10 first notes. They are all correct.

                          What's the likelihood that it is indeed Jon's recording?

                          1 Reply Last reply
                          • jon-nycJ Online
                            jon-nycJ Online
                            jon-nyc
                            wrote on last edited by
                            #22

                            100.0%

                            "You never know what worse luck your bad luck has saved you from."
                            -Cormac McCarthy

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