Activity 7.4: The Multiplication Rule (Independent & Dependent Events) A. Ten numbered cards are in a bog. Two cards are randomly drawn from the bog one at a time. Find the following probabilities. 12 25 33 42 55 65 72 85 95 102 First card replaced First card not replaced (independent events) (dependent events) 1. P(even and even) 2. P(odd and odd) 3 P(mult of 2 and mult of 5) B. A bag contains 16 M&Ms: 10 blue (B), 4 red (R), and 2 green (G). Two M&Ms are randomly drawn from the bag one at a time. Find the following probabilities First M&M returned First M&M not returned (independent events) (dependent events) P(B and G) P(R and G) P(G and G) P(R and R) C, There are 11 parts tested, 4 are defective. Find the following probabilities. 8. P(defective) = 9. P(not defective) = D. In part C, two parts are selected without replacement. Find the probability that.. 10. P (defective and defective) = 11. P (not def and not def) = E. The quiz has 3 questions, Find the probability of the following 12. P (correct, correct, correct) ; 13. P (wrong, wrong, wrong) = 14. P (2 correct and I wrong) = 15. P (1 correct and 2 wrong) =