When tossing three coins at once, you can expect a variety of outcomes based on how each coin can land. Each coin can either show up as Heads (H) or Tails (T). To determine the total number of outcomes, we can consider the following:
- Coin 1: 2 possible outcomes (H or T)
- Coin 2: 2 possible outcomes (H or T)
- Coin 3: 2 possible outcomes (H or T)
To find the total outcomes, we multiply the number of outcomes for each coin:
Total Outcomes = 2 (for Coin 1) × 2 (for Coin 2) × 2 (for Coin 3) = 23 = 8
This means there are 8 possible outcomes when tossing three coins. These outcomes can be listed as follows:
- HHH (all heads)
- HHT (two heads, one tail)
- HTH (two heads, one tail)
- THH (two heads, one tail)
- HTT (one head, two tails)
- THT (one head, two tails)
- TTH (one head, two tails)
- TTT (all tails)
In summary, the total number of different outcomes when tossing three coins at once is 8. Each of these outcomes represents a unique combination of Heads and Tails.