In a certain game, you perform three tasks. You flip a quarter, and success would be heads. You roll a single die, and success would be a even. You pick a card from a full playing-card deck, and success would be picking a ten with red color card. If exactly one of these three tasks is successful, then you win the game. What is the probability of winning?  Select:
A) 9/104
B) 51/104
C) 25/52
D) 1/52
E) 51/52
Event(1): Probability of getting head in a flip of coin = 1/2   Event(2): Probability of getting even in a roll of dice = 3/6 = 1/2   Event(3): Probability of getting ten with red color in a pack of card = 2/52 = 1/26   Probability of winning is having exactly one successful event is:   P(success 1)* P(Fail 2)* P(Fail 3) + P(Fail 1)* P(Success 2)* P(Fail 3) + P(Fail 1)* P(Fail 2)* P(Success 3)   = 1/2*1/2*25/26 +1/2*1/2*25/26 +1/2*1/2*1/26   =25/104 + 25/104 +1/104   =51/104   Answer :51/104
<result>B</result>
In a certain game, you perform three tasks. You flip a quarter, and success would be heads. You roll a single die, and success would be a even. You pick a card from a full playing-card deck, and success would be picking a ten with red color card. If exactly one of these three tasks is successful, then you win the game. What is the probability of winning?