Find the critical value or values of χ2 based on the given
information.
H1 : σ < 0.629
n = 19
α = 0.05
Group of answer choices
a) 28.526
b) 31.526
c) 9.39
d) 8.231
Find the critical value or values of χ2 based on the given information. H1 : σ...
S. Find the critical value or values of χ2 based on the given information. (1 point) Hi: σ < 0.629 n- 19 α 0.025 8.231 8.907 3 1.526 7.015 0 Use the traditional method to test the given hypothesis. Assume that the population is normally distributed and that the sample has been randomly selected. Select the appropriate response. 29. For randomly selected adults, IQ scores are normally distributed with a standard deviation of 15. The scores of 14 randomly selected...
Find the critical value based on the given information. Н. 0 < 0.629 n = 19, a = 0.025. 8.907 31.526 O 7.015 8.231
Find the critical value or values of CritValX2 based on the given information. H1: sigma > 3.5 n = 14 Alpha = 0.05
Find the critical value of x2 based on the given information H1:0< 1000 629 n = 20 a = 0.025 H1:0 629 1000 n = 20 a = 0.025 8.231 32.852 8.907 9.591
Find the χ2 critical values if you are conducting a χ2-two tailed test based on a simple random sample of size 21, and using a significance level α=0.05. a The left critical value is b The right critical value is
Find the χ2 critical values if you are conducting a χ2-two tailed test based on a simple random sample of size 20, and using a significance level α=0.02. The left critical value is: The right critical value is:
Find the χ2 critical value if you are conducting a χ2-right test based on a simple random sample of size 11, and using a significance level α=0.005. The critical value is
Find the χ2 critical value if you are conducting a χ2-left test based on a simple random sample of size 7, and using a significance level α=0.005. The critical value is Hint: Use Chart A4 of the χ2-distribution at page 727.
Help please Statistics 50 Test 4A Chapters 8 Fall 2009 Page 3. Find the critical value or values ofx 2 based on the given information. 7) H1:0<0.629 n- 19 ?-0.025 A) 31.526 B) 8.907 C) 8.231 D) 7.015 Use the traditional method to test the given hypothesis. Assume that the population is normally distributed and that the sample has been randomly selected 8) A machine dispenses a liquid drug into bottles in such a way that the standard deviatian of...
Consider the test of H0:σ^2=7 against H1:σ^2>7. What is the critical value for the test statistic X02 for the significance level α=0.05 and sample size n=19? Give your answer with two decimal places (e.g. 98.76). Enter your answer in accordance to the question statement Thank you!