A. Are the events independent or dependent events? Shade/highlight the correct answer. 1, I D selecting a king from a standard deck, replacing it, and then selecting a queen from the deck 2. I D selecting a number (1 and 40) from a box, not replacing it, and then selecting a second number from the box 3. I D selecting a number (1 and 52) from a box, replacing it, and then selecting a second number from the box B. Give your own example of two events that are independent 4. List two events that are independent, Event A:_ Event B: 5. List two events that are dependent. Event A: Event B C. Use the Multiplication Rule to determine the probability of the following. 6. If P(A) = 0.75 and P(B) = 0.5 and A and B are independent events, what is P(A and B) = 7 . If P(A) = 0.3 and P(B) = 0.25 and A and B are independent events, what is P(A and B) = One card is selected and replaced before the second card is drawn from a standard deck. Find the following probability B. P (an ace and a jack) = 9 . P (a heart and a queen) = 10 P(a king and a black) = 11 P(a diamond and multiple of 3) = You have one coin and one 6-sided die 12. P (tails and 5) = 13, P (heads and even) : 14. P (heads, heads, heads) = 15 P (heads, even, heads, even)