U I u E Classworkt; X a Classworkfo X I a Classworkfo X I Course Hero X I a Q4W4Wha' X I a Problem Set X I o Messenger X I + V X (- 9 C' i classroom.google.com/w/Mzkyle2NDEyMDQl/t/all WRI'I'I'EN WORK The problem below is solved in two ways. Determine which of the two solutions is the correct one by lling the table after the solutions. Use a separate sheet for your answer. A drug courier placed the 6 narcotic drugs in a vial containing 10 antibiotics similar in appearance. At a checkpoint, the ofcer took 3 capsules from the vial for testing. What is the probability that the courier will be apprehended? Method 1: For the courier to be apprehended, one of the three capsules must be a narcotic drug. 30, using the binomial distribution with _6_3 131631 We have btx; n.p) = b (1; 3%) = (i) (g) @3 = 0.274658 q= x=1 n=3 Therefore, the probability that the courier will be apprehended is 27.47% Method 2 For the courier to be apprehended, one of the three capsules must be a narcotic drug. 80, using the hypergeometric distribution with N = 15 n = 3 k = 6 x = 1 We have M): N n k) = (9&3?) _ (3)02\") ('3) _ ('3') E: /O Type here tosearch W. 0 ii a :1 i e a . A in H E m) :7: ENG 2532/2022 %> = 0.482143 y B Classwork fo X Classwork fo X Classwork fo X Homework H X E Q4 W4 What X E Problem Set X Messenger X + V X C classroom.google.com/w/MzkyNj12NDEyMDQ1/t/all . . . Method 2 E Grade 9 Dalton 21-22 For the courier to be apprehended, one of the three capsules must be a narcotic SSC Dalton 21-22 drug. So, using the hypergeometric distribution with N = 16 n = 3 k = 6 x =1 ... We have h(x, N, n, k) = WG) _((2) (7 ) = 0.482143 e 16 Mar Therefore, the probability that the courier will be apprehended is 48.21% Claim Evidence Reasoning lar, 17:00 Method is correct The solution presented in Method is d 13 Mar ".p... ule-... WBLS-OBE . MEL C-Aligned . Self-Learning Module . Basic Statistics 15 ? Type here to search O W O ~ DEV) ENG 6:04 pm 27/06/2022