Answer:
Jason's estimated probability, based on this simulation is:
1/2
Step-by-step explanation:
Let 0 represent that head turn up on flipping a coin and 1 represent that tail turn up on flipping a coin.
There are 10 trials whose results are given as:
110 111 100 000 101
111 100 000 011 010
Now we are asked to find the probability of heads coming up more than once in 3 coin flips i.e. we have to consider those trials in which there are more than one " 0's ".
Hence, the outcomes that represent the head coming up more than once are:
100 000 100 000 010
Let P denote the probability of an event.
Number of outcomes where head comes up more than once i.e. number of favorable outcomes are: 5.
Total number of outcomes=10
Hence,
Probability( Head comes up more than once)=Number of favorable outcomes/Total number of outcomes.
i.e. Probability( Head comes up more than once)=5/10=1/2
Hence, the estimated probability is:
1/2
