TTT no data; TTH no data; THT one data point HT; THH one data point HH;
HTT one data point HT; HTH one data point HT; HHT two data points HH, HT; HHH two data points HH, HH
total data points by result:
HT 4
HH 4
For four flips it's the same deal, after an H I'm equally likely to get another H or a T. Of course.
What am I missing? I don't quite understand their definition of 'empirical probability.'
For three flips I get this sample space:
TTT no data; TTH no data; THT one data point HT; THH one data point HH; HTT one data point HT; HTH one data point HT; HHT two data points HH, HT; HHH two data points HH, HH
total data points by result: HT 4 HH 4
For four flips it's the same deal, after an H I'm equally likely to get another H or a T. Of course.
What am I missing? I don't quite understand their definition of 'empirical probability.'