|You have two dice. One die is painted red with one blue side. The other die is all red. You randomly take a die from your pocket and toss it. All five sides that are showing are red. What is the probability that the side that is facing downward (the side that you cannot see) is blue?
Are we supposed to assume that the die has already been tossed ? or that we are tossing the die and we are trying to figure out what the probability of the die landing on the blue side facing down? is the blue side facing downward for sure regardless of the die that we randomly choose? can someone clarify... if it is, then is the answer 50%? Because you only account for the probability of you choosing a certain die?