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Using Barcode generator for ASP.NET Control to generate . Five: Truncation. 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For the model Y = 0:' + e, the least-squares estimate of 0:' is simply the sample mean y, so an = y = 3643 Now we calculate the deviations e)' = Yi - 3643 and truncate the deviations with absolute values greater than 156- = 004574 Eight of the deviations e: l are less than - 004574 and are truncated to ei = - 004574; the other six deviations e)' are greater than 004574 and are truncated to 004574 So eight of the adjusted y-values are = aO + ei = 3643 + (-004574) = 3597 and the other six are y,* = aO + ei = 3643 + 004574 = 3689 The updated estimate of 0:' is the sample mean of the adjusted y-values, which is 3636. . For the next iteration, we calculate the deviations ell = Yi - 3636 and truncate the deviations with absolute values greater than 004574 After many iterations, the estimates converge to = 3454 Now calculate the residuals i = Yi - 3454 All the residuals have absolute value greater than or equal to 004574, so pee,) = 009148 leil - 0002092 for all i Adding the 14 values of pee), we obtain STRrcduced = 06111 So FM = (06111 - 009676)/0001485 = 3465 The approximate p-value is Prob[F :2: 3465], where F is a random variable having an F distribution with 1 and 12 degrees of freedom From the F table in the Appendix, we see that the p-value is less than 0001 This verifies that the moisture content of the cereal increased significantly during storage. on java projects. Part VIII: Graphics Programming and Animation. . 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