What happens if you flip a coin 3 times?
Could you please elaborate on the potential outcomes when a coin is flipped three times in succession? Are there specific probabilities associated with each possible sequence of heads and tails? Additionally, how might the concept of randomness and independence play a role in determining these outcomes? Furthermore, is there any significance to the order in which the coin lands, or is it purely based on the frequency of heads and tails?
Why did Michael smile only three times?
Could you elaborate on the reasons behind Michael's limited smiling in the given scenario? Were there any specific events or triggers that prompted his smiles? Were there any noticeable patterns or emotions associated with those smiles? Additionally, is there any context or backstory that could provide insight into why his smiling was so infrequent? Understanding these factors could help shed light on the motivations and emotions behind Michael's behavior.