DOOC CLARO P.R: 9:44 a.m. Notas Select the correct answer. Next, answer questions 2. Let x be a continuous random variable normally distributed with a population mean equal to 8 and standard deviation of Suppose P (x >= 9.00) = 0.12. 1) The value of P (x = 10.0) is D) 0.0 A) 0.50 C) 1.0 B) 0.40. 2) The value of P (8.0 <= x <= 9.0) is: D) 0.50 C) 0.88 B) 0.38 A) 0.10. Find the Consider 3 to 5 the following situation to answer the probabilities and probabilities under the Standard Normal Curve. 3) The value of P (0 <= z <= 1.18) is: D) 0.5000.
Added by Derek J.
Step 1
00) = 0.12. This means that the area under the normal curve to the right of x = 9.00 is 0.12. Since the normal distribution is continuous, the probability of x taking any specific value (such as x = 10.0) is always 0. Show more…
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