[2] c) Determine the probability of a hit, given that the outcome was neither of the 'critical' outcomes (i.e. neither 1 nor 20). [2] d) You want to know the probability that you get at least one critical hit in five attacks. Describe how you could determine this probability if you were allowed to request any one probability distribution function of your choosing, and state which pieces of information you would use from this table.[7 3. You are playing a game where the outcome of a 20-sided die determines the effective- ness of your attacks. Outcomes of 1-16 result in a missed attack, whereas outcomes of 17-20 result in a successful attack. An outcome of 1 is considered to be a 'critical miss', and usually involves some penalty (in addition to missing). An outcome of 20 is considered a 'critical hit', and usually involves some bonus (in addition to the attack being successful). [1] a) Determine the exact probability that two successive attacks are both 'hits'. [2] b) Determine the probability of a critical hit, given that the attack was successful