Please do not give solution in image format thanku there is a bag in which 49 50cent coins and 99 100yen coins the rules are simple At each turn, you must pull on random coin out of the bag You cannot put back the coin you pulled from the bag back in When either one of the coin types get eliminated from the bag you get to keep the coins that are still left in the bag (ex when you somehow pulled only 50yen coins from the bag throughout turns 1 to 49 there are no 50yen coins left in the bag. Therefore, you get to keep what's left in the bag which is 99 100 yen coins) What is the amount of money I can expect to earn? E(X) Please explain it to me using probability distribution and Expectation
Please do not give solution in image format thanku there is a bag in which 49 50cent coins and 99 100yen coins the rules are simple At each turn, you must pull on random coin out of the bag You cannot put back the coin you pulled from the bag back in When either one of the coin types get eliminated from the bag you get to keep the coins that are still left in the bag (ex when you somehow pulled only 50yen coins from the bag throughout turns 1 to 49 there are no 50yen coins left in the bag. Therefore, you get to keep what's left in the bag which is 99 100 yen coins) What is the amount of money I can expect to earn? E(X) Please explain it to me using probability distribution and Expectation
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter1: Expressions And Functions
Section1.4: Distributive Property
Problem 11PPS
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Please do not give solution in image format thanku
there is a bag in which 49 50cent coins and 99 100yen coins
the rules are simple
At each turn, you must pull on random coin out of the bag
You cannot put back the coin you pulled from the bag back in
When either one of the coin types get eliminated from the bag you get to keep the coins that are still
left in the bag (ex when you somehow pulled only 50yen coins from the bag throughout turns 1 to 49
there are no 50yen coins left in the bag. Therefore, you get to keep what's left in the bag which is 99 100 yen coins)
What is the amount of money I can expect to earn? E(X)
Please explain it to me using probability distribution and Expectation
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