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Shutter Sync. The shutter sync on the G11 can be set to the 1st-curtain or the 2nd-curtain. As described previously, set this to your preference as to when the ash res: either when the shutter opens or when it starts to close. Red-Eye Correction. You can set the G11 camera to automatically correct the effect of red eye in pictures taken with ash if red develops in the eyes of your subjects. Be aware that this correction takes a fairly global approach in correcting any red it nds near the eyes and may produce unintended results. Red-Eye Lamp. Turn this control on to have the G11 emit a bright light from the LED on the front of the camera. This light is usually enough to shrink the pupils of your subjects resulting in more natural shots and reducing the red-eye effect. Turn this feature off for theater or event photography where this light External Flash Settings could be distracting to others. Flash Output 1/8 Safety FE. With Safety FE ( ash Shutter Sync. 2nd-curtain exposure) turned on, the camera On Off Red-Eye Corr. takes control of the shutter speed On Off Red-Eye Lamp or aperture to avoid overexposing the image. It s called Safety because it only engages if the MENU camera meter detects overexposure and as such is only available 2.7 The External Flash Settings menu during ash photography. when an external Speedlite ash is

10-3.1

40 13 56 8

We now consider tests of hypotheses on the difference in means 1 2 of two normal distributions where the variances 2 and 2 are unknown. A t-statistic will be used to test these 1 2 hypotheses. As noted above and in Section 9-3, the normality assumption is required to

develop the test procedure, but moderate departures from normality do not adversely affect the procedure. Two different situations must be treated. In the rst case, we assume that the 2 2 variances of the two normal distributions are unknown but equal; that is, 2 . In the 1 2 2 2 second, we assume that 1 and 2 are unknown and not necessarily equal.

2 2 2 Case 1: 1 2 Suppose we have two independent normal populations with unknown means 2 2 unknown but equal variances, 2 . We wish to test 1 2

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9 9 25 14

H0 : H1 :

(10-11)

41 0 57 15

Let X11, X12, p , X1n1 be a random sample of n1 observations from the rst population and X21, X22, p , X2n2 be a random sample of n2 observations from the second population. Let X1, X2 , S 2, and S 2 be the sample means and sample variances, respectively. Now the ex1 2 pected value of the difference in sample means X1 X2 is E1X1 X2 2 1 2, so X1 X2 is an unbiased estimator of the difference in means. The variance of X1 X2 is V1X1 X2 2

It seems reasonable to combine the two sample variances S 2 and S 2 to form an estimator 1 2 of 2. The pooled estimator of 2 is de ned as follows.

10 10 26 3 42 3 58 6

, denoted by S 2, is de ned by p 1n1 12S2 1n2 12S2 1 2 n1 n2 2 (10-12)

i-Contrast stands for Intelligent Contrast control, Canon s answer to the vexing problem of losing detail in the shadow areas in high-contrast lighting scenes. The camera detects dark areas, determines them to be shadows, and applies a slight adjustment to the tonal curve. This lowers the overall contrast of the image for a more natural look.

It is easy to see that the pooled estimator S 2 can be written as p S2 p n1 n1 n2 1 2 S2 1 n2 n1 n2 1 2 S2 2 wS 2 1 11 w2S 2 2

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