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1. Use the set of data below to find for the mean, mediall, all 5 29 37 3 1. 15 32 11 IV. E 15 21 38 25 8 Ru' 19 11 19 34 30 2. 125 268 198 164 139 225 254 3. 11 4 20 7 6 19 9 11 5 12 30 10 23 13 19 5 9 29 23 2 18 20 20 24 27 19 15 5 4 28 4. 10.0 II. A. Identify the word being described in each number. Write the answer from the box on the space provided before the number. 11. 11. Midpoint Grouped Data Product of the Midpoint and 12. To Frequency Efx MeanIll. Determine the estimated median of the number of days the teenager respondents exercised in a row Days No. of Teenagers 1-6 7-12 6 13-18 19-24 25-30 4 Class Interval Frequency Cumulative Frequency (F) IV. Determine the estimated mode of the number of days a student visits the library. Days No. of Students 1-6 10 7-12 5 13-18 12 19-24 7 25-30 69. P 10.0 II. A. Identify the word being described in each number. Write the answer from the box on the space provided before the number. 11.11. Midpoint 12. In Grouped Data Product of the Midpoint and 13. Try Frequency Estimated Mean 14. Fak 15. Falb 1. These are data given in intervals. 2. This serves as the representative value of x for each class interval. 3. This represents the estimated values per frequency. 111. 16 4. This is the mean based on estimated values from the grouped data. 5. This is the formula to compute for the estimated mean. 17.C 18./ B. Use the data set below to solve for mean of the group data. Sample table is provided, 19 Preparation Time No. of Students 2 (minutes) 11 - 15 16 - 20 21 - 25 10 26 - 30 11 31 - 35 12 36 - 40 6 Class Interval No, of Students Midpoint /X (Scores) ()