In C++ Programming Language(Visual Studio Only) On April 24, 2023, all eight first round NHL playoff series had played three games in their best of seven series In every one of these eight series, one team won 2 of those games, and the other team won 1 Suprisingly not a single team had a 3-0 advantage or 0-3 disadvantage! I am not taking the time to look into past years, but doesn't this seem like a rather unlikely event? Develop a C++ program that simulates the first three games of the eight playoff series as many times as reasonably possible Presume that each team has a 50-50 chance of winning any particular game in the series What are the odds/probabilities that each of the eight series will all be split in some way between the two teams? you must also create and submit a probability tree diagram that shows what the true mathematics of this situation is How close to the true odds does your program get? The formula max(5.0 - 0.1x, 2.0) and tree diagram for this problem * x represents the number of students who submitted a solution correctly before you did
In C++
On April 24, 2023, all eight first round NHL playoff series had played three games in their best of seven series
In every one of these eight series, one team won 2 of those games, and the other team won 1
Suprisingly not a single team had a 3-0 advantage or 0-3 disadvantage!
I am not taking the time to look into past years, but doesn't this seem like a rather unlikely event?
Develop a C++ program that simulates the first three games of the eight playoff series as many times as reasonably possible
Presume that each team has a 50-50 chance of winning any particular game in the series
What are the odds/probabilities that each of the eight series will all be split in some way between the two teams?
you must also create and submit a probability tree diagram that shows what the true mathematics of this situation is
How close to the true odds does your program get?
The formula max(5.0 - 0.1x, 2.0) and tree diagram for this problem
* x represents the number of students who submitted a solution correctly before you did
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