Simulate a fair coin toss over 100 trials a. Count the frequency of heads and tails...

 

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Simulate a fair coin toss over 100 trials a. Count the frequency of heads and tails and plot as a histogram, does this make sense? b. Calculate the relative frequencies per trial, i.e. the percentage of heads seen to date and the percentage of tails seen to date. c. Plot these relative frequencies. d. What do these tend towards, is this expected behaviour and what can you compare it with? e. Based on this simulation, simulate an unfair coin toss with P(X = H) = 0.7, P(X = T) = 0.3 Simulate a fair coin toss over 100 trials a. Count the frequency of heads and tails and plot as a histogram, does this make sense? b. Calculate the relative frequencies per trial, i.e. the percentage of heads seen to date and the percentage of tails seen to date. c. Plot these relative frequencies. d. What do these tend towards, is this expected behaviour and what can you compare it with? e. Based on this simulation, simulate an unfair coin toss with P(X = H) = 0.7, P(X = T) = 0.3

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a Let Head be 1 and Tail be 0 Head 1 Tail 0 RAND function in excel generate the random numbers in between 0 and 1 Here we are going to check whether t... View the full answer