Ram plays a game of tossing a die with 2 faces twice. There is a number written on each face of the die (these numbers are not necessarily distinct). To win, Ram must get the number 1 on the first roll and the number 1 on the second roll of the die.
After rolling the die Ram gets 1 on the first roll and 2 on the second roll.
Find the probability that Ram will win the game. Assume that Ram gets each face of the die with same probability on each toss and that tosses are mutually independent.
How to go about this question?