Here we want to find P( 1 head and 1 tail )
There are two possible ways as
P(head on first toss) * P( tail on second toss | head on first toss) = (1/6)*(5/6) = 5/36
and P(tail on first toss) * P( head on second toss | tail on first toss) = (5/6)*(1/6) = 5/36
Therefore required probability = (5/36)+(5/36) = 10/36 = 5/18 (This is the final answer).
100 days 17 Question 1 An antique Roman coin twice. The tree diagram below shows the...
3. A fair coin is flipped three (3) times. (a) Draw the tree diagram representing the outcomes of the experiment. (b) List the sample space for the experiment. (e ) Determine the repective robuabilitis fo each tip (d) List the outcomes that represent the probabilities of getting two (2) or more heads. (e) Using the binomial distribution formula, show algebraically that the probability of oblining two or more heads is the same as what was shown in (d) above. 7,...