ells; See answers in yellow cells mean standard deviation 13 92 23 Empirical Rule ANSWER 68-95-99.7...

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ells; See answers in yellow cells mean standard deviation 13 92 23 Empirical Rule ANSWER 68-95-99.7 Lower number Upper number 68% 79 105 95% 66 118 99.70% 53 131 34% 34% 2.35% 2.35% 0.15% 13.5% 13.5% 0.15% -3-26 - + +2 +3 A 1 2 B D Enter input in blue cells; See answers in yellow cells B 4 5 5 CLT THEOREM FOR MEANS 7 n B Standard deviation 0 1 2 3 E F G H Standard error 2.8366 10 8.97 4 CLT THEOREM FOR PROPORTION 5 n 6 proportion of success 67800 Standard error 0.0913 30 0.5 1 Enter input in blue cells; See answers in yellow cells 23 4 5 Find x given Area to Right or Left Enter Area to the left Area Enter Mean Enter Standard deviation Find X given Area in the middle 6 7 8 9 10 11 12 13 Area 14 14 56 15 16 17 Enter Mean Enter Standard deviation If area to the left is given enter yes; otherwise say no no 0.03 enter decimal 47500 3000 SUMMARY Z 1.8807936 Find x 53142.381 0.5 enter decimal 81 4 SUMMARY Lower x Upper x 78.302041 83.697959 A B C D 1 Enter input in blue cells; See answers in yellow cells 2 3 Z score 4 5 6 7 LESS THAN(At most) 8 9 10 11 mean E F G standard deviation 3.5 Z score 6.5 1.5 H ANSWER -2 AREA LESS THAN ENTER Z score 0.8 Asked to find x 32 Probability Less than F7 0.7881 Mean 28 Stdev 5 12 13 MORE THAN (at least) AREA MORE THAN ENTER Z score 14 Asked to find x 12 Probability more than F13 -0.666667 0.7475 15 Mean 14 16 Stdev 3 17 18 19 20 INBETWEEN 21 22 23 Probability INBETWEEN ENTER ANSWER Asked to find Large value 370 Probability between F19 and F20 is 0.6904 Asked to find smaller value 360 Mean 365.45 Stdev 4.9 24 Normal probability Find x given probability Empirical Rule CLT Theoren ... + --- Enter the data in the blue highlighted area and the results will show in the yellow highlighted area. Data 1 2 Mean Median 3.5000 3.5000 3 Mode #N/A #N/A #N/A #N/A #N/A (Returns more than one mode) 4 Sample Variance 3.5000 5 Sample Standard Deviation 1.8708 6 Population Variance 2.9167 Population Standard Deviation 1.7078 To find boundary for outliers Range 5.0000 Count (n) 6.0000 Min 1.0000 Lower boundary 1.5 IQR Q1-1.5IQR Quartile 1 2.0000 Upper boundary Q3+1.5IQR 4.5 -2.5000 9.5000 Median 3.5000 Identify outliers in your given data set. If the data is not between the lower and upper boundary then it is an outlier Quartile3 5.0000 Max 6.0000 Interquartile Range (IQR) 3.0000 A Heights (in) 62 63 B - 64 65 66 68 68 69 70 1 73 2 3. 4 5 6 7 C D ells; See answers in yellow cells mean standard deviation 13 92 23 Empirical Rule ANSWER 68-95-99.7 Lower number Upper number 68% 79 105 95% 66 118 99.70% 53 131 34% 34% 2.35% 2.35% 0.15% 13.5% 13.5% 0.15% -3-26 - + +2 +3 A 1 2 B D Enter input in blue cells; See answers in yellow cells B 4 5 5 CLT THEOREM FOR MEANS 7 n B Standard deviation 0 1 2 3 E F G H Standard error 2.8366 10 8.97 4 CLT THEOREM FOR PROPORTION 5 n 6 proportion of success 67800 Standard error 0.0913 30 0.5 1 Enter input in blue cells; See answers in yellow cells 23 4 5 Find x given Area to Right or Left Enter Area to the left Area Enter Mean Enter Standard deviation Find X given Area in the middle 6 7 8 9 10 11 12 13 Area 14 14 56 15 16 17 Enter Mean Enter Standard deviation If area to the left is given enter yes; otherwise say no no 0.03 enter decimal 47500 3000 SUMMARY Z 1.8807936 Find x 53142.381 0.5 enter decimal 81 4 SUMMARY Lower x Upper x 78.302041 83.697959 A B C D 1 Enter input in blue cells; See answers in yellow cells 2 3 Z score 4 5 6 7 LESS THAN(At most) 8 9 10 11 mean E F G standard deviation 3.5 Z score 6.5 1.5 H ANSWER -2 AREA LESS THAN ENTER Z score 0.8 Asked to find x 32 Probability Less than F7 0.7881 Mean 28 Stdev 5 12 13 MORE THAN (at least) AREA MORE THAN ENTER Z score 14 Asked to find x 12 Probability more than F13 -0.666667 0.7475 15 Mean 14 16 Stdev 3 17 18 19 20 INBETWEEN 21 22 23 Probability INBETWEEN ENTER ANSWER Asked to find Large value 370 Probability between F19 and F20 is 0.6904 Asked to find smaller value 360 Mean 365.45 Stdev 4.9 24 Normal probability Find x given probability Empirical Rule CLT Theoren ... + --- Enter the data in the blue highlighted area and the results will show in the yellow highlighted area. Data 1 2 Mean Median 3.5000 3.5000 3 Mode #N/A #N/A #N/A #N/A #N/A (Returns more than one mode) 4 Sample Variance 3.5000 5 Sample Standard Deviation 1.8708 6 Population Variance 2.9167 Population Standard Deviation 1.7078 To find boundary for outliers Range 5.0000 Count (n) 6.0000 Min 1.0000 Lower boundary 1.5 IQR Q1-1.5IQR Quartile 1 2.0000 Upper boundary Q3+1.5IQR 4.5 -2.5000 9.5000 Median 3.5000 Identify outliers in your given data set. If the data is not between the lower and upper boundary then it is an outlier Quartile3 5.0000 Max 6.0000 Interquartile Range (IQR) 3.0000 A Heights (in) 62 63 B - 64 65 66 68 68 69 70 1 73 2 3. 4 5 6 7 C D