際際滷

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By Thorne Brailey
date Internet d/l (yen) dev sqr 2005 q1 310330000 -479503571.4 2.29924E+17 2005q2 233124000 -556709571.4 3.09926E+17 2005q3 436708000 -353125571.4 1.24698E+17 2005q4 870454000 80620428.57 6.49965E+17 2006q1 1220498000 430664428.6 1.85472E+17 2006q2 1264721000 474887458.6 2.25518E+17 2006q3 1193000000 403166428.6 1.62543E+17
Find the average of the heights. 310330000 + 233124000 436708000 + 870454000 + 1220498000 + 1264721000 1193000000 = 5528835000 /7 = 789833571.4
310330000 - 789833571.4 = -479503571.4 233124000 - 789833571.4 = -556709571.4 436708000 - 789833571.4 = -353125571.4 870454000 - 789833571.4 = 80620428.57 1220498000 - 789833571.4 = 430664428.6 1264721000 - 789833571.4 = 474887428.6 1193000000 - 789833571.4 = 403166428.6  etc
-479503571.4 x -479503571.4 = 2.29924E+17 -556709571.4 x -556709571.4 = 3.09926E+17 -353125571.4 x -353125571.4 = 1.24698E+17 80620428.57 x 80620428.57 = 6.49965E+15 430664428.6 x 430664428.6 = 1.85472E+17 474887428.6 x 474887428.6 = 2.25518E+17 403166428.6 x 403166428.6 = 1.62543E+17  etc
(2.29924E+17) +  (3.09926E+17) + (1.24698E+17) +  (6.49965E+15) + (1.85472E+17) + (2.25518E+17) + (1.62543E+17)  = 533.2143
1.24458E+18 / 7 = 1.77797E+17  Then you find the square root of  that number to find the  Standard Deviation  1.77797E+17  = 421659922.8
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Stddev

  • 2. date Internet d/l (yen) dev sqr 2005 q1 310330000 -479503571.4 2.29924E+17 2005q2 233124000 -556709571.4 3.09926E+17 2005q3 436708000 -353125571.4 1.24698E+17 2005q4 870454000 80620428.57 6.49965E+17 2006q1 1220498000 430664428.6 1.85472E+17 2006q2 1264721000 474887458.6 2.25518E+17 2006q3 1193000000 403166428.6 1.62543E+17
  • 3. Find the average of the heights. 310330000 + 233124000 436708000 + 870454000 + 1220498000 + 1264721000 1193000000 = 5528835000 /7 = 789833571.4
  • 4. 310330000 - 789833571.4 = -479503571.4 233124000 - 789833571.4 = -556709571.4 436708000 - 789833571.4 = -353125571.4 870454000 - 789833571.4 = 80620428.57 1220498000 - 789833571.4 = 430664428.6 1264721000 - 789833571.4 = 474887428.6 1193000000 - 789833571.4 = 403166428.6 etc
  • 5. -479503571.4 x -479503571.4 = 2.29924E+17 -556709571.4 x -556709571.4 = 3.09926E+17 -353125571.4 x -353125571.4 = 1.24698E+17 80620428.57 x 80620428.57 = 6.49965E+15 430664428.6 x 430664428.6 = 1.85472E+17 474887428.6 x 474887428.6 = 2.25518E+17 403166428.6 x 403166428.6 = 1.62543E+17 etc
  • 6. (2.29924E+17) + (3.09926E+17) + (1.24698E+17) + (6.49965E+15) + (1.85472E+17) + (2.25518E+17) + (1.62543E+17) = 533.2143
  • 7. 1.24458E+18 / 7 = 1.77797E+17 Then you find the square root of that number to find the Standard Deviation 1.77797E+17 = 421659922.8