Hello, I need help with this question, Im am rusty with probability and I have tests coming up in two weeks, I need some explanation and step by step procedure to help me understand!

3. In a game a player rolls a standard die. If the number on the die is odd then that number is their final score for the turn. If the number on the die is even, they then flip a fair coin and their final score for the turn is half the number shown on the die if they flip tails and twice the number shown on the die if they flip heads. Let A be the event that the player rolls a 2 or a 3 on the die. Let B be the event that the player's final score for the turn is 1. Let C be the event that the player's final score for the turn is 2. (a) Find Pr(A), Pr(B) and Pr(C). (b) Find Pr(An B) and Pr(An C). (c) Are A and B independent events? Are A and C independent events? [Give justifications.] [9] (Rolling a standard die is equivalent to selecting an element of {1, 2, 3, 4, 5,6} uniformly at random and flipping a fair coin is equivalent to selecting an element of {heads, tails} uniformly at random. The die roll and the coin flip are independent events.)