A dice has 3 sides A B C
It is thrown twice and lands as A A
then what is the probability that next to land will be B or C?
That is A A B or A A C
The dice has no memory of what was thrown before but surely the probability can't be 2/3.
It is rare to see say B B B B B B B B to land consecutively so surely there is less probility that B will land again than an A or C? The A and the C have their '1/3 probability of landing destiny' to fullfill and the B has landed more than its fair share of occassions so surely A or C are more likely to land next?
What are the probabilty calculations?