5. A tray contains 36 doughnuts: 17 cake, 12 glazed, and 7 jelly-filled. Victoria randomly selects one doughnut, eats it, then randomly selects another doughnut. Find the probability (to 4 decimal places) that she selects from the tray a glazed doughnut and then a cake doughnut. A. 0.1574 B. 0.1593 C. 0.1619 D. 0.8190

There is a lottery drawing every Wednesday from the school store. You have to choose 5 numbers from 1-30. You can purchase 2 tickets. What is the probability of you winning if you purchase 2 tickets? a 0.000012 b 0.00014 0.00000012 d. 0.000014

Determine if each event is independent or dependent.  Then find the probability. There are two traffic lights along the route that Laura rides from home to school. One traffic light Is red 50% of the time.  The next traffic light is red 60% of the time.  The lights operate on separate timers.  Find the probability that these lights will both be red on Laura’s way home from school.                                                                                                                                              ______________

Katherine works at a grocery store and is assigned their daily duty by the shift manager in charge. When Kim is the shift manager, Katherine is assigned the cash register 85% of the time. When Sophia is the shift manager, Katherine is assigned the cash register 30% of the time. The probability that Kim is the shift manager is and the probability that Sophia is 3 the shift manager is. Determine the probability, to the nearest hundredth, that Katherine works the cash register.