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By now you know your way around B&W plots. Suppose the data you are examining has a Normal Distribution as follows: IQ ~ N(100, 16). Using your Z score and B&W knowledge complete the following: a) x (.25) ___ - the lower quartile or 25th %tile b) x (.50) ___ - the median or 50th %tile c) x (.75) ___ - the upper quartile or 75th %tile For a) to c) give answer to 1 decimal place but for d) and e) to an integer value. d) The highest IQ score that lies just below the inner fence on the low side of the 25th %tile. e) The lowest IQ score that lies just above the outer fence on the high side of the 75th %tile. f) Give a name to the two IQ scores you determined in d) and e).
Find the mean, median, mode, variance and standard deviation for the following nine data values and find the four quartiles and the 20 th and 80 th percentiles for the above data.
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Consider a monthly time series dataset for which we believe that the model Xt = (at + b)st + Zt is appropriate where st is a seasonal function i.e., st+d = st and Zt is white noise. What would be a way to difference the data in order to elimin..
Calculate the difference for each subject, then calculate the mean and standard deviation of these differences.
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