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Furthermore these pipes are typically much larger (some may be more than a foot in diameter), and because they connect many homes, have the capacity to deliver more water than the pipes in your home Computer networks that most people use on a daily basis appear to span the globe In reality, most computer networks consist of smaller networks, which are in turn connected together to form larger networks An internetwork, or Internet, is formed when two networks are connected together In an internet the networks are not connected directly, but instead are connected using a computer that is connected to each of the individual networks This common machine is referred to as a gateway or router, and passes information between the two networks In this chapter we will take a look at computer networks.

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The root of the tree shown in Figure 10.3 is node a. The six nodes a, b, c, e, f, and h are all internal nodes. The other nine nodes are leaves. The path (l, h, c, a) is a leaf-to-root path. Its length is 3. Node b has depth 1, and node m has depth 3. Level 2 consists of nodes e, f, g, and h. The height of the tree is 3.

the Bode plot is identical to that of Fig. 8-5. Since !2 > !1 , !2 is closer to the midfrequency region and thus is the low-frequency cuto point.

Nodes a, c, and h are all ancestors of node l. Node k is a descendant of node c but not of node b. The subtree rooted at b consists of nodes b, e, i, and j.

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In the ampli er of Fig. 3-10, CC ! 1; Ri 0; RE 1 k ; R1 3:2 k ; R2 17 k ; RL 10 k ; and hoe hre 0. The transistors used are characterized by 75 hfe 100 and 300 hie 1000 . (a) By proper selection of RC and CE , design an ampli er with low-frequency cuto fL 200 Hz and high-frequency voltage gain jAv j ! 50. (b) For the nished design, determine the low-frequency voltage-gain ratio if hie and hfe have median values.

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We will learn how they are organized, how they work, and some of the applications they can provide REFERENCE MODEL As with any complicated technology, networks are often divided into a number of layers in order to make it easier to understand how they work and to make them easier to build Each layer is responsible for a different part of the communication process One of the advantages of using layers is that in order to use a layer you do not need to understand how it works inside, you simply need to know what services it provides and how to ask for them For example, consider making a call on a cell phone You only need to know how to make the call and how to speak into the phone.

The degree of a node is the number of its children. In Example 10.2, b has degree 1, d has degree 0, and h has degree 5. The order of a tree is the maximum degree among all of its nodes. A tree is said to be full if all of its internal nodes have the same degree and all of its leaves are at the same level. The tree shown in Figure 10.4 is a full Figure 10.4 A full tree tree of degree 3. Note that it has a total of 40 nodes. dh + 1 1 Theorem 10.2 The full tree of order d and height h has ------------------- nodes. d 1 For a proof, see Problem 10.1 on page 194. Corollary 10.1 The height of a full tree of order d and size n is h = log d (nd n + 1) 1. dh + 1 1 Corollary 10.2 The number of nodes in any tree of height h is at most ------------------- where d is d 1 the maximum degree among its nodes. DECISION TREES A decision tree is a tree diagram that summarizes all the different possible stages of a process that solves a problem by means of a sequence of decisions. Each internal node is labeled with a question, each arc is labeled with an answer to its question, and each leaf node is labeled with the solution to the problem. EXAMPLE 10.3 Finding the Counterfeit Coin

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