|
|
CALCULATIONS FOR CHART Some accidents involve only one driver and some involve 3 or more, a rough average of 2 drivers per accident, giving us (958,784 accidents divided by 2 drivers/accident), or 479,392 accidents per year. The probability of a male having an accident is X, and the probability of a female having an accident as noted above is 4.55 times that, or 4.55X. A = male:male accident = X x X = X2 B = female:female accident = 4.55X x 4.55X = 20.7X2 C = female:male accident = 4.55X x X = 4.55X2 A + B + C = 479,392 = 26.25X2 X2= 18,262.6 X = 135.1 A = 18,262.6 B = 378,306 C= 83,095 If the probability per mile of an accident of all of the B drivers were the same as the A drivers, then the number of B accidents would have been 18,262.6 rather than 378,306, which is 360,043.4 less. If all the C drivers had the same probability of having an accident as the A drivers, then the number of C accidents would have been 18,262.6 rather than 83,0954, which is 64,832.4 less. Instead of 479,392 accidents, if drivers B & C had had the same skill as drivers A, there would have been only 54,787.8 accidents, which is 424,604.2, or 88.6%, fewer accidents, and 849,208 fewer drivers involved in accidents. This is an accident rate of (109,576/264 Billion) or 41.5 per 100M miles. |
|
Modified Tuesday, November 02, 2010 Copyright @ 2010 by Fathers' Manifesto & Christian Party |