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using the data provided please answer the following questions: What is the median absolute deviation of purity for the batches? Assuming that the purity of
using the data provided please answer the following questions:
What is the median absolute deviation of purity for the batches?
Assuming that the purity of the batches is normally distributed, what is the probability (%) of a batch having purity greater than 70?
Assuming that the purity of the batches is normally distributed, what is the probability (%) that a batch will have purity between 50 and 80%?
yield | purity |
72.6 | 60.4 |
81.7 | 61.2 |
75.1 | 50.7 |
83 | 58.6 |
69.7 | 69.5 |
79.1 | 54.3 |
71.4 | 66.5 |
74.8 | 59.8 |
78.1 | 56 |
69 | 64.4 |
72.8 | 60.7 |
82.9 | 62.2 |
71.7 | 61.3 |
74.6 | 77.1 |
80.8 | 58.1 |
79.3 | 54.7 |
80.1 | 61.3 |
58.4 | 61.2 |
60.7 | 61.5 |
75.7 | 53.8 |
77.2 | 58.8 |
66 | 57.3 |
67.5 | 63.1 |
74.2 | 60.9 |
64 | 56.2 |
75.3 | 59.4 |
77.1 | 59 |
86.5 | 63.1 |
79.7 | 56 |
70.8 | 59.5 |
82.9 | 67.3 |
67 | 50.5 |
63.8 | 62.3 |
77.6 | 61.9 |
85.7 | 70.2 |
73.7 | 54.7 |
81.2 | 55 |
75.9 | 65.4 |
81.9 | 61.7 |
72.5 | 64.7 |
74.5 | 62.8 |
90.3 | 67.5 |
75.5 | 63.7 |
77.3 | 54.9 |
73.6 | 56.3 |
73.2 | 61.7 |
65.5 | 74.4 |
65.4 | 58.5 |
79.7 | 71.5 |
79.2 | 58.5 |
80.5 | 56.6 |
76.3 | 61.2 |
75.7 | 58 |
82.4 | 56.6 |
79.9 | 73.5 |
81.4 | 65.2 |
89.3 | 61.1 |
82.1 | 63 |
68.9 | 53.5 |
82.6 | 59.7 |
80.3 | 55.5 |
80.5 | 58.9 |
71.8 | 63.8 |
75.9 | 64.1 |
75.8 | 55.5 |
85.5 | 58.4 |
70.3 | 57.1 |
83.8 | 50.3 |
83.8 | 61.5 |
86.1 | 62.5 |
76.2 | 58.6 |
64.9 | 56.4 |
77.1 | 61.1 |
75.5 | 65.8 |
77.1 | 57 |
69.8 | 58.1 |
77.6 | 60.6 |
80.7 | 76.9 |
69.1 | 62 |
73.2 | 58.4 |
73.7 | 62.8 |
75 | 64.3 |
75.1 | 61.3 |
69.8 | 63.1 |
84.4 | 60.6 |
79.8 | 62.5 |
78.7 | 75.1 |
74.8 | 56.7 |
73.7 | 58.7 |
79.9 | 59.4 |
77.5 | 81.7 |
72.8 | 54.5 |
72.1 | 58.9 |
72.8 | 63 |
85.1 | 68.7 |
84.1 | 65.3 |
77.5 | 55.4 |
74.6 | 60 |
64.6 | 56.1 |
65.1 | 65 |
82.5 | 54.3 |
75 | 74.8 |
76.9 | 65.4 |
97.1 | 71.1 |
73.5 | 61.3 |
71.1 | 62.8 |
80.1 | 55.5 |
67.7 | 81.4 |
72.7 | 64.6 |
63.5 | 71.3 |
72.5 | 61.8 |
77.8 | 56.1 |
78.6 | 61.3 |
71.6 | 57.3 |
73.8 | 60.4 |
77.7 | 60.6 |
74.6 | 58.8 |
59.3 | 59.5 |
79.1 | 66.4 |
81.5 | 57.1 |
73.5 | 59.8 |
73.6 | 57.5 |
79.4 | 65.6 |
66.9 | 68.5 |
56.9 | 60.4 |
66.2 | 58.4 |
74.6 | 52.3 |
73.9 | 59.9 |
69.1 | 50.2 |
71.9 | 61.5 |
63.5 | 64.6 |
78 | 57.1 |
60 | 61.8 |
86.8 | 58.3 |
76.6 | 58.8 |
77.9 | 56.9 |
63.2 | 70.1 |
72.9 | 77.6 |
80.5 | 50.3 |
74.9 | 56.8 |
69.5 | 60.8 |
67.7 | 68.4 |
70.8 | 64.8 |
72 | 57.5 |
69.3 | 62.3 |
83.6 | 64.9 |
71.4 | 59.9 |
70.4 | 61.2 |
76.3 | 60.8 |
68.5 | 72 |
81.1 | 51 |
61.2 | 60.3 |
82.7 | 61.3 |
74.9 | 57.2 |
73.7 | 57.3 |
81.1 | 59.4 |
90.1 | 81.8 |
76.6 | 64.9 |
82.6 | 55.1 |
74.1 | 60.2 |
70.8 | 69.5 |
68.9 | 54.6 |
76.5 | 73.7 |
85.3 | 60.4 |
71.1 | 58.8 |
78.2 | 61.1 |
79.3 | 59.3 |
84.4 | 64.3 |
79.8 | 65.5 |
68.5 | 75.8 |
76.7 | 57.3 |
70.3 | 65.3 |
83.7 | 57.6 |
87.8 | 65.6 |
77 | 51 |
70.1 | 65 |
69.5 | 57.8 |
71.3 | 57.2 |
80.3 | 62.8 |
76.1 | 55.2 |
71.2 | 65.4 |
77.2 | 62.5 |
79 | 61.1 |
79.6 | 58.7 |
81.7 | 58.6 |
79.6 | 53 |
70.1 | 63.9 |
71.5 | 65.7 |
70.5 | 56.2 |
64.1 | 59.3 |
69.1 | 58.2 |
66.2 | 61.7 |
85.3 | 60.8 |
70 | 77.5 |
77.7 | 51.6 |
80.4 | 61.6 |
77.8 | 65 |
77.1 | 61.6 |
67.9 | 76.2 |
66.6 | 72.1 |
74.4 | 56.9 |
61.6 | 62.2 |
77.2 | 77.1 |
68.2 | 56.8 |
75.4 | 50.1 |
75.5 | 56.1 |
75.4 | 57.5 |
68.7 | 60.8 |
80.5 | 59.1 |
75.3 | 67.3 |
73.4 | 53 |
82.2 | 59 |
80.2 | 60.4 |
77.3 | 63.7 |
75.9 | 66.3 |
71.4 | 64.7 |
72 | 56.2 |
81.2 | 64.3 |
72.2 | 59.8 |
76.5 | 63.7 |
74.6 | 57.7 |
73.5 | 52.7 |
89.3 | 57.6 |
82.1 | 63.7 |
80.7 | 56.9 |
81.6 | 66.5 |
80.5 | 51.3 |
74.7 | 60 |
74.5 | 55.4 |
74.1 | 50.7 |
77.8 | 60.8 |
76.7 | 63 |
72.4 | 60.2 |
69.2 | 59.3 |
69.5 | 66.9 |
69.5 | 57.6 |
71.9 | 56.7 |
82.6 | 56 |
75.5 | 56.9 |
73.7 | 65 |
64.8 | 59.1 |
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