Hi if someone could help me that would be amazing :) it's for counting methods and probability, math 30-2

o. State whether or not the following events are dependent or independent. Explain your reasoning. [2] a) A regular six-sided red die and a regular six-sided black die are rolled. The red die lands on 3 and the sum of the two dice is greater than 8. b) A heart is drawn from a standard deck of 52 playing cards. Another card is drawn from the deck without replacing the first card. 11. Explain whether the two events in the following experiments are mutually exclusive or not mutually exclusive. If it is not mutually exclusive, provide an example. [2] a) Experiment I involves rolling two fair dice. Event X is rolling a sum of 5. Event Y is rolling sum of 9. b) Experiment IV involves randomly selecting one number from 1 to 10 inclusive. Event X is selecting an odd number. Event Y is selecting a number that is composite. 12. Denis has 15 coins in his pocket, and 6 of them are toonies. He reaches into his pocket and pulls out a coin at random. Determine the probability of the coin not being a toonie. [1 Use the following information to answer the next question. In a children's game, a spinner with five sections numbered 1 to 5 is spun and then a regular six-sided die is rolled. 13. The probability of obtaining an odd number on both the spinner and the die is