Let Ki, K2. Ky be the rev's presenting the numbers of claims whose size are equal respectively to 1, 2, and 3 (That is, A is the number of claims whose sizes are equal exactly to 1, Ka is the number of claims whose sizes are equal exactly to 2 and Kq is the number of claims whose sizes are equal exactly to 3. ) Which distributions do K1. K2. K ; have? Poisson distributions with parameters 1000, 4000, 5000 respectively. O Poisson distributions with parameters 400, 4800, 4800 respectively. O) Poisson distributions with parameters 225, 600, 675, respectively. Poisson distributions with parameters 150 600 750, respectively. Exponential distribution with a parameters 3000. 2000, 5000.D Question 15 Let K1. K2. Kj be ry.'s defined in Question 14. Are Kj, Kq. K, dependent? Depends on a situation. Question 16 5 pt Let KI. Ka. As be rv's defined in Question 14, Fill the blanks in the sentences S can also be presented as Kit Kz