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1. 2. 3. 4. Separates one area of the cell from another Provides a diffusion barrier Concentrates membrane-associated molecules Enables ion and concentration gradients

The next time you get a chance, look through a red or blue colored piece of glass or cellophane. Such a color filter greatly restricts the view you get of the world because only a narrow range of visible wavelengths can pass through it. Different colors cannot be ascertained through the filter. For

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The greatest useful magnification a telescope can provide is approximately 20 per centimeter of objective diameter, or 50 per inch. Visible light has properties of a wave disturbance, and the waves have physical length in space. The objective lens or mirror must measure at least a certain number of wavelengths in diameter to provide a given image resolution. If you have a telescope that is 10 cm (4 in) across, you can obtain up to approximately 200 of magnification with it. Beyond this, you can get things to look bigger, but they also become more blurred, so the resolution of the images you see does not improve.

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This is an open-book quiz. You may (and should) refer to the text as you solve these problems. Don t hurry! You ll find worked-out answers in App. B. The solutions in the appendix may not represent the only way a problem can be figured out. If you think you can solve a particular problem in a quicker or better way than you see there, by all means try it!

F i g . 2 7- 5

which we verified previously. What about accessing your personal mailbox using OWA Open the Properties Sheet for the MBX folder under mtit.com on the M: drive and select the Web Sharing tab. Note that this folder tree is also shared on the Default virtual server (Default Web Site) but with the alias

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Behavior of the relation The larger than or equal relation is not symmetric. If a b, then b a if a and b happen to be the same, but it never works if a is larger than b. Therefore, the larger than or equal relation is not an equivalence relation. The reflexive and transitive properties hold true for the larger than or equal relation. A number a is always larger than or equal to itself, simply because it equals itself, and that s good enough! For all numbers a, b, and c, if a b and b c, then a c. We can write these two facts in formal terms as

3-trans C10:1

2:

(RM +h)

When we multiply these out, we get 1/( 2), 1/4, 1/( 8), 1/16, 1/( 32), ... which is the same as 1/2, 1/4, 1/8, 1/16, 1/32, ... The numbers alternate between negative and positive, and their absolute values get half as large with each repetition. This sequence is identical to the solution for Problem 2(c). (b) If we do the same thing with a base of 1, we get ( 1) 1, ( 1) 2, ( 1) 3, ( 1) 4, ( 1) 5, ... This is the same as 1/( 1)1, 1/( 1)2, 1/( 1)3, 1/( 1)4, 1/( 1)5, ... Multiplying these out gives us 1/( 1), 1/1, 1/( 1), 1/1, 1/( 1), ... which is the same as 1, 1, 1, 1, 1, ... The numbers simply alternate between 1 and 1. This result is identical with the solution for Prob. 2(b). (c) Finally, let s do the process with a base of 1/2. We get the sequence ( 1/2) 1, ( 1/2) 2, ( 1/2) 3, ( 1/2) 4, ( 1/2) 5, ... This is the same as 1/( 1/2)1, 1/( 1/2)2, 1/( 1/2)3, 1/( 1/2)4, 1/( 1/2)5, ... which is the same as 1/( 1/2), 1/(1/4), 1/( 1/8), 1/(1/16), 1/( 1/32), ... which can be simplified to 2, 4, 8, 16, 32, ... That s the same thing we got when we solved Problem 2(a).

7:

Even if you assign an empty string to the default answer parameter, the OK button (or its equivalent) is still available for the user to click without entering text in the text-entry field. So if you need the user to enter text, you ll need to check that the field isn t blank. We ll look at an example of how to do this in the next chapter.

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