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To use Color Swap, follow these steps: 1. Select Scene Modes (SCN) on the Mode dial. 2. Rotate the Control dial until Color Swap appears on the LCD. 3. Press the Display button. The image on the LCD alternates between the original scene and the Color Swap scene. 4. Aim the center white outline on the LCD at the color you want to swap out. 5. Press the left area of the 4-Way Controller to sample the color. 6. Use the up and down areas of the 4-Way Controller to adjust the sensitivity of the color selection. A range of +/ 5 is available. A +5 setting allows more of the shade of the selected color to be swapped out. 7. Aim the center white outline on the LCD at the color you want to insert. 8. Press the right area of the 4-Way Controller to sample the new color. 9. Press the Display button to accept the settings. 10. Press the Shutter button to take the picture.

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we should reject H0: 0 if the proportion of plus signs is signi cantly different (either less than or greater than) from 1 2. This is equivalent to the observed number of plus signs r being either suf ciently large or suf ciently small. Thus, if r n 2 the P-value is P and if r n 2 the P-value is P 2P aR r when p 1 b 2 2P aR r when p 1 b 2

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If the P-value is less than some preselected level , we will reject H0 and conclude that H1 is true. EXAMPLE 15-1 Montgomery, Peck, and Vining (2001) report on a study in which a rocket motor is formed by binding an igniter propellant and a sustainer propellant together inside a metal housing. The shear strength of the bond between the two propellant types is an important characteristic. The results of testing 20 randomly selected motors are shown in Table 15-1. We would like to test the hypothesis that the median shear strength is 2000 psi, using 0.05. This problem can be solved using the eight-step hypothesis-testing procedure introduced in 9: 1. 2. 3. 4. The parameter of interest is the median of the distribution of propellant shear strength. H0: 2000 psi H1: 2000 psi 0.05

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Table 15-1 Propellant Shear Strength Data Observation i 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 Shear Strength xi 2158.70 1678.15 2316.00 2061.30 2207.50 1708.30 1784.70 2575.10 2357.90 2256.70 2165.20 2399.55 1779.80 2336.75 1765.30 2053.50 2414.40 2200.50 2654.20 1753.70 Differences xi 2000 158.70 321.85 316.00 61.30 207.50 291.70 215.30 575.10 357.90 256.70 165.20 399.55 220.20 336.75 234.70 53.50 414.40 200.50 654.20 246.30 Sign

5 5 21 5 33 35 35 36 37 8 4 1 2 2 10

The test statistic is the observed number of plus differences in Table 15-1, or r 14. 6. We will reject H0 if the P-value corresponding to r 14 is less than or equal to 0.05. 14 is greater than n 2 20 2 10, we calculate the 7. Computations: Since r P-value from P 2P aR 14 when p 1 b 2

0.1153 8. Conclusions: Since P 0.1153 is not less than 0.05, we cannot reject the null hypothesis that the median shear strength is 2000 psi. Another way to say this is that 14 was not large or small enough to indithe observed number of plus signs r cate that median shear strength is different from 2000 psi at the 0.05 level of signi cance.

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It is also possible to construct a table of critical values for the sign test This table is shown as Appendix Table VII The use of this table for the two-sided alternative hypothesis in Equation 15-4 is simple As before, let R denote the number of the differences ( Xi 0) that are positive and let R denote the number of these differences that are negative Let R min (R , R ) Appendix Table VII presents critical values r* for the sign test that ensure that P (type I error) P (reject H0 when H0 is true) for 001, 005 and 010 If the observed value of the test statistic r r*, the null hypothesis H0: 0 should be rejected To illustrate how this table is used, refer to the data in Table 15-1 that was used in Example 15-1.

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