Results/Data
From SJS Wiki
Graph
- Standard Deviation: .253941
- Mean Value: 13.2778
Data
C | Half Life |
---|---|
0.04914 | 14.094 |
0.04917 | 14.103 |
0.0556 | 12.464 |
0.05142 | 13.48 |
0.05520 | 13.279 |
0.05082 | 13.639 |
0.05239 | 13.2305 |
0.05170 | 13.407 |
0.05357 | 12.939 |
0.05125 | 13.522 |
0.05424 | 12.777 |
0.05486 | 12.632 |
0.05461 | 12.7658 |
0.05296 | 13.0276 |
0.05192 | 13.5038 |
0.04917 | 14.103 |
0.0526 | 13.1777 |
0.0537 | 12.9078 |
0.0498 | 13.9186 |
Information and Conclusions
From this graph, we can see that the half-life range that occurred the most frequently was centered on the midpoint of 13.25 rectangle. The y-axis on the graph represents, in integer values, the frequency of a calculated half-life within specified ranges. The x-axis represents the time of the half-life. Our mean half-life value was 13.2778 and our standard deviation from this value was low (.253941).
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