bwiTohing Dears 5TroTegy - The sample size Will be fixed aT n = 200, ThaT is howI many Times you will play This game. I wanT you To find Ed:- ) 5D[f}) for The sTraTegy of swiTching doors using your answer To quesTion 2. NoTe, you are wriTing down parameTersf MT The resulT from collecTing daTa which resulTs in a sTaTisTic. To be clear, swiTching doors sTraTegy means ThaT you pick a curTain (I know I keep saying doors, sorry, H is parT of The lexicon of This siTuaTion.), soy curTain 3, Then curTain 2 is revealed To have a goaT behind iT. So, because you chose curTain 3 originally, you will now swiTch To curTain 1 when asked by The hosT if you wanT To change curTains. 0- [Zl b. [4126 = 1. [1] STraTegy 1 - Consider The sTraTegy in which The conTesTanT does noT swiTch doors when given The chance. WhaT do you believe is The chance The person wins The desired car given ThaT The person does noT change doors when given The chance? 2. [3] STraTegy 2 - Consider The sTraTegy in which The conTesTanT swifches The door when given The chance. WhaT do you believe is The chance The person wins The desired car given ThaT The person swiTches The originally;r chosen door? The answer To This is The scenario onlyr is The one we will be TesTing in our simulaTion. c. [2] Is our sample size large enough to use the Central Limit Theorem? Check.Here is the situation. You are a contestant in a game show. Before you, are three curtains (doors), and the host (Monty Hall) of the show asks you to pick one of three curtains. Behind one curtain is a brand new sports car, but behind each of the other two curtains is a goat. 2 3 Say you pick curtain number 1. The host then reveals what is behind one of the other curtains (not the one you picked). However, the host only reveals one of the curtains that has a goat behind it; the host knows where the car is located, but will not reveal that curtain. The host will purposely reveal the curtain that has a goat behind it. 2 That leaves you with two curtains, the one you chose, curtain number one, and curtain number two. The host now gives you the option to change the curtain you originally picked. The host says, "You have chosen curtain number one; would you like to keep curtain number one or switch to curtain number two?" The first questions on the other document where you write your answers, will ask you the question what is the chance of winning if you don't switch doors when asked? The second question asks what is the chance of winning if you decide to switch doors when asked