monty hall problem 4 doors

Source(s): Longtime college math teacher. All of them have goats except one, which has the car. Since you have a fixed strategy, it only matters what the probability, The fact that two other doors change probability doesn't matter. answered • 02/20/14, Tutoring in Precalculus, Trig, and Differential Calculus. Most questions answered within 4 hours. Explain the Monty Hall problem in the case of 4 doors computing specific probabilities. And the total probability=1/2 + 0 + 1/3 + 1/2 =4/3. Wir und unsere Partner nutzen Cookies und ähnliche Technik, um Daten auf Ihrem Gerät zu speichern und/oder darauf zuzugreifen, für folgende Zwecke: um personalisierte Werbung und Inhalte zu zeigen, zur Messung von Anzeigen und Inhalten, um mehr über die Zielgruppe zu erfahren sowie für die Entwicklung von Produkten. If there are 4 doors, the probability of you first selection being correct is 1/4 and the probability of getting the right door if you switch is (3/4)*(1/2) = 3/8 > 1/4. Find the step wise solution for the question? If u select door 1 & if the host shows door 2, u will switch to door 3(correct door), if the host shows door 4, u will stick to door 1(wrong door), he wont show door 3.Thus By selecting door 1 the probability of winning is 1/2. For Free, Probability question (5000 tires, 200 defective, 4800 good). Would you switch? What do you think of the answers?
You will switch to door 4 if the host opens door 3. If u select door 3 & if the host shows door 4, u will switch to door 1(wrong door), if the host shows door 1, u will switch to door 2(wrong door), if the host shows door 2, u will stick to door 3(correct door). Thus By selecting door 2 the probability of winning is 0. You will switch to door 3 if the host opens door 2. A link to the app was sent to your phone.

After you choose a door (say, door 1), the host will open one of the remaining doors without a prize. Therefore, the probability that you did not select the right one is (n-1)/n If one of the remaining doors is then opened, you know that it does not have the big prize. So you increase your chances from 1/4 to 3/8 by switching to any other unopened door. Yahoo ist Teil von Verizon Media. The same logic gives the same probability if the prize is behind door 4. You are selecting one door, so if there are n doors, the probability that you select the right one is 1/n. You will switch to door 3 if the host opens door 2. Monty knows the location of a prize. Dazu gehört der Widerspruch gegen die Verarbeitung Ihrer Daten durch Partner für deren berechtigte Interessen.

You will switch to door 4 if the host opens door 3. Thus By selecting door 1 the probability of winning is 1/2. Suppose you adopt the following strategy: Initially you select door 1.

Why is my calculator giving me a huge number for sin(3.140625)? After you choose a door (say, door 1), the host will open one of the remaining doors without a prize. Damit Verizon Media und unsere Partner Ihre personenbezogenen Daten verarbeiten können, wählen Sie bitte 'Ich stimme zu.' Suppose you adopt the following strategy: Initially you select door 1.

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