Downriver Race results:
| 1st | Me | ||||||
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| Ware |
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2407
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2843
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| Scantic |
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1641
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1906
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| Westfield |
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2940
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3512
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| Housatonic |
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4610
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5524
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| Charlemont |
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2049
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OK, using the total number of seconds for the
first four races of the first place K-1 long (column four) as the independent
Y variable and my total number of seconds for the first four races (column
8) as the dependent X variable, we get the following results:
| Regression Statistics | |
| Multiple R | 0.999974015 |
| R Square | 0.99994803 |
| Adjusted R Square | 0.999922046 |
| Standard Error | 11.11428849 |
| Observations | 4 |
Check out that R-Squared value !!!!
I'd say there is some pretty good correlation
there.
| ANOVA | |||||
| df | SS | MS | F | Significance F | |
| Regression | 1 | 4753581.945 | 4753581.945 | 38482.00164 | 2.59852E-05 |
| Residual | 2 | 247.0548174 | 123.5274087 | ||
| Total | 3 | 4753829 |
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| Intercept | 71.18842146 | 15.45167503 | 4.607165329 | 0.044024318 | 4.705183437 | 137.6716595 |
| Slope | 0.820692515 | 0.004183614 | 196.1682993 | 2.59852E-05 | 0.802691862 | 0.838693167 |
Down here we see the intercept and slope for the
equation of the line generated by the first four races.
Using the standard equation for a line: y = mx + b
Now we substitute the time of 2049 seconds as
our y, 0.820692515 as our m, and 71.18842146 as our b and solve for x.
2049 = 0.820692515 x + 71.18842146
2049 - 71.18842146 = 0.820692515 x
1977.811579 = 0.820692515 x
1977.811579 / 0.820692515 = x
2409.93008 = x
So, from May 19th to June 30th, I became approximately 144 seconds older, fatter, and slower.
QED
* This
is not the stock market. Prior performance should be indicative
of future results.