Statistical Tables Table IV - Standard Normal Distribution Table (= $ 0) Table IV - Standard Normal Distribution Table (z 2 0) Table I - Table of Binomial Probabilities (1 - 1, 2, .... 7) Table I - Table of Binomial Probabilities (n - 8,9, 10, 11) Question 10 Which of the following statements is not true about normal distribution? The total area under the curve is 1.0. In the standard normal distribution, the variance and the standard deviation are the same value both being 1. The value of the mean is always greater than the value of the standard deviation. The domain of a normal distribution is -oo to oo , i.e., the two tails of the curve extend indefinitely.Statistical Tables Table IV - Standard Normal Distribution Table (: 5 0) Table IV - Standard Normal Distribution Table (z 2 0) Table I - Table of Binomial Probabilities (n - 1. 2, .... 7) Table I - Table of Binomial Probabilities (7 - 8. 9, 10, 11) + Question 11 Let a be a binomial random variable with n = 50 and p = 0.6. Since np = 30 > 5 and nq = 20 > 5, we can use the normal 2 points distribution to approximate the binomial. To determine the probability P (x 2 16), i.e., the probability of at least 16 successes using the normal approximation method, which of the following is the correct representation? (Note: Remember to use the proper continuity correction.) O P(x = 16) OP(x > 15.5) O P (15.5 16.5)Statistical Tables Table IV - Standard Normal Distribution Table (= $ 0) Table IV - Standard Normal Distribution Table (z 2 0) Table I - Table of Binomial Probabilities (1 = 1. 2. .... 7) Table 1 - Table of Binomial Probabilities (n - 8. 9. 10, 11) Question 12 Which of the following statements is not true about normal distribution? 2 points In a normal distribution, Mean