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Researchers Randomly Selected 36 Children Who Had Been Identified as Gifted

Question 8

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Researchers randomly selected 36 children who had been identified as gifted from a large city. The IQ of each child and the IQ of the child's mother were measured. You will perform a statistical analysis to determine if IQs of gifted children tend to be higher than their mothers' IQ on average. The mean difference in IQ (child - mother) was 3.22 points, with a standard deviation of 7.41 points. A dotplot of these differences follows. Researchers randomly selected 36 children who had been identified as gifted from a large city. The IQ of each child and the IQ of the child's mother were measured. You will perform a statistical analysis to determine if IQs of gifted children tend to be higher than their mothers' IQ on average. The mean difference in IQ (child - mother)  was 3.22 points, with a standard deviation of 7.41 points. A dotplot of these differences follows.   -The standardized statistic for these data is 2.61. How would you use this value to find a theory-based p-value for the study? A)  Find the area under a t-distribution with 35 degrees of freedom to the right of 2.61. B)  Find the area under a t-distribution with 35 degrees of freedom to the left of 2.61. C)  Add the area under a t-distribution with 35 degrees of freedom to the right of 2.61 and the area to the left of -2.61. D)  Find the area under a standard normal distribution to the right of 2.61. E)  Find the area under a standard normal distribution to the left of 2.61. F. Add the area under a standard normal distribution to the right of 2.61 and the area to the left of -2.61.
-The standardized statistic for these data is 2.61. How would you use this value to find a theory-based p-value for the study?


A) Find the area under a t-distribution with 35 degrees of freedom to the right of 2.61.
B) Find the area under a t-distribution with 35 degrees of freedom to the left of 2.61.
C) Add the area under a t-distribution with 35 degrees of freedom to the right of 2.61 and the area to the left of -2.61.
D) Find the area under a standard normal distribution to the right of 2.61.
E) Find the area under a standard normal distribution to the left of 2.61. F. Add the area under a standard normal distribution to the right of 2.61 and the area to the left of -2.61.

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