Statistics Time in seconds to finish puzzle N Valid 50 Missing 0 Mean 39.8724 Median 33.0000...

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Statistics Time in seconds to finish puzzle N Valid 50 Missing 0 Mean 39.8724 Median 33.0000 Mode 22.44 Std. Deviation 23.55755 Variance 554.958 Skewness 1.188 Std. Error of Skewness .337 Range 91.08 Type here to search Frequencies Statistics Time in seconds to finish puzzle N Valid 25 Missing 0 Mean 40.0352 Median 35.6400 Mode 26.40 Std. Deviation 22.39487 Variance 501.530 Skewness 1.338 Std. Error of Skewness .464 Range 89.76 Esc F1 F2 F3 KO H DOLL C F4 F5 F6 F7 QUESTIONS 1. What is the mean and median of your "population" of 50? 2. Describe what the standard deviation tells us about the population data. 3. Describe the skewness of your "population" data of 50 and explain how the mean and median are related to that. 4. Compare the overall measures of central tendency between your "population" of 50 and your "sample" of 25. Is it a "good" sample? Do you think it would be a better or worse sample if you did 5 instead of 25? 5. What proportion of your population does your sample represent? In other words, what percentage of your population is represented by your sample? 6. Suppose you repeated that sampling procedure 50 times. Do you think it is less likely or more likely you would get close to your population mean every time? Statistics Time in seconds to finish puzzle N Valid 50 Missing 0 Mean 39.8724 Median 33.0000 Mode 22.44 Std. Deviation 23.55755 Variance 554.958 Skewness 1.188 Std. Error of Skewness .337 Range 91.08 Type here to search Frequencies Statistics Time in seconds to finish puzzle N Valid 25 Missing 0 Mean 40.0352 Median 35.6400 Mode 26.40 Std. Deviation 22.39487 Variance 501.530 Skewness 1.338 Std. Error of Skewness .464 Range 89.76 Esc F1 F2 F3 KO H DOLL C F4 F5 F6 F7 QUESTIONS 1. What is the mean and median of your "population" of 50? 2. Describe what the standard deviation tells us about the population data. 3. Describe the skewness of your "population" data of 50 and explain how the mean and median are related to that. 4. Compare the overall measures of central tendency between your "population" of 50 and your "sample" of 25. Is it a "good" sample? Do you think it would be a better or worse sample if you did 5 instead of 25? 5. What proportion of your population does your sample represent? In other words, what percentage of your population is represented by your sample? 6. Suppose you repeated that sampling procedure 50 times. Do you think it is less likely or more likely you would get close to your population mean every time?