It is known that 13% of all golfers play on the weekends. We select 25 golfers and count the number of golfers who play in weekends. For this binomial problem, which of the following is true? The probability of each golfer playing on weekends changes from one golfer to another. A "failure" would be finding a golfer who plays on weekends. The random variable is the number of golfers who do not play on weekends. The value of p is 0.13.