In a game a turn consists of rolling an unbiased six-sided dice

Question

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with faces numbered 1, 2, 3, 4, 5 and 6.
If the number obtained is 3, 4, 5 or 6, then that is the score for the turn.
If the number obtained is 2, then the dice is rolled one more time, and the score for the turn is the sum of 2 and the number obtained on the second roll.
If the number obtained is 1, the dice is rolled two more times, and the score for the turn is the sum of 1 and the numbers obtained on the second and third rolls.
If, in a turn, a player obtains a score of 5, find the probability that the dice has been rolled two times altogether.
 

I have nothing else please help me fast it is urgent!! And please explain it

Answer 1

???????????????? "number obtaened" ????????????

??? yu meen the die sho a number wen it stop bounsing????????