STATISTICS Answer the given problem Analyze what tool should be used 1 IQ scores for three different blood lead levels was measured If we use three categories of blood lead levels with measured verbal IQ scores, we get the computer output which is summarized in table form Using a 0 05 significance test, test the claim that the three categories of blood lead level have the same mean verbal IQ score Does exposure to lead appear to have an effect on verbal IQ scores Interpret the table below Source of variation df Sum of squares Mean squares Computed f p value LEAD 2 142 71 0 39 0 677 Error 118 21441 182 Total 120 21584 Follow the steps in solving the problem, namely 1 Hypothesis ex H0 9 0 H1 9 0 2 Level of significance ex 0 01 3 Test Statistic ex z x 0 n 4 Critical Region ex graph and 2 0 025 5 Computation ex compute using formula 6 Decision ex accept H0 since the computed z value falls in the region of acceptance 7 Conclusion ex there is no reason to believe the

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Question: STATISTICS Answer the given problem. Analyze what tool should be used. 1. IQ scores for three different blood lead levels was measured. If we use

STATISTICS

Answer the given problem. Analyze what tool should be used.

1. IQ scores for three different blood lead levels was measured. If we use three categories of blood lead levels with measured verbal IQ scores, we get the computer output which is summarized in table form. Using a 0.05 significance test, test the claim that the three categories of blood lead level have the same mean verbal IQ score. Does exposure to lead appear to have an effect on verbal IQ scores? Interpret the table below.

Source of variation	df	Sum of squares	Mean squares	Computed f	p-value
LEAD	2	142	71	0.39	0.677
Error	118	21441	182
Total	120	21584

Follow the steps in solving the problem, namely:

1. Hypothesis ex. H0: = 9.0 H1: 9.0 2. Level of significance ex. = 0.01 3. Test Statistic ex. z = x - 0 / / n 4. Critical Region ex. graph and /2 = +-0.025 5. Computation ex. compute using formula 6. Decision ex. accept H0 since the computed z-value falls in the region of acceptance. 7. Conclusion ex. there is no reason to believe the ...

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