There are 2^3 = 8 possible outcomes after tossing a fair coin fairly 3 4insure.us 8 possible outcomes are: TTT, HTT, THT, TTH, HHT, HTH, THH, HHH. Exactly 2 of 8. Answer and Explanation: Coin Flipped 3 times. 1 toss has possibilities of either a head or a tail. The sample space of 3 coin toss would have 2x2x2 = 8 elements. See explanation. If we mark "heads" with H and "tails" with T we can write that: Omega={HHH,HHT,HTH,HT T,THH,THT,T TH,T T T} So there are.

### Flip a coin three times sample space -

But then the second H could be either of the two remaining 2 colors We have to pick 2 out of our 6 flips to be H's. Why six? We did a similar problem already, where we flipped the coin three times. We've been counting how many ways we can get a certain number of heads from a certain number of coin flips. This works just like the last problem, only the numbers are bigger. When an experiment is done at random we can collect all possible outcomes 10th Grade Worksheet on Probability Probability Questions and Answers In 10th grade worksheet on probability we**flip a coin three times sample space**practice various types of problems based on definition of probability and the theoretical probability or classical probability. Rolling Dice Probability Worksheet Dice Probability Worksheet Answers Practice different types of rolling dice probability questions like probability of rolling a die, probability for rolling two dice simultaneously and probability for rolling three dice simultaneously in rolling dice probability worksheet. So, I'll do it faster! We didn't prove this is true in general, but it's not hard to see, using the tricks we've used already. We have to pick 2 out of our 6 flips to be H's. So let's try to come up with a better idea.