Answer: 0.7515
Explanation:
Binomial probability formula:
, where
n = total number of trials.
p= probability of success in each trial.
x= Number of successes.
Let x be a binomial variable that represents the number of jurors come to just decision.
p= 0.65
n= 10
Required probability=

Hence, the probability more than half come to a just decision = 0.7515