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C 100 D 185 7 Which of the following is not true of crossover cables A They are a type of twisted-pair cabling B They reverse the sending and receiving wire pairs C They are used to connect hubs D Both ends of a crossover cable are wired according to the TIA/EIA 568B standard 8 Which of the following connectors are used by 10BaseFL cable (Select two) A SC B RJ-45 C RJ-11 D ST 9 Which networking devices can use the Spanning Tree Protocol (STP) A Hubs B Media converters C UTP cables D Switches 10 What device filters and forwards traffic based on MAC addresses (Select the best answer) A Router B Hub C Bridge D Switch

It is very difficult to manually decompose this signal into a series of simple sine waves However, there are tools, both hardware and software, that can help us do the job We are not concerned about how it is done; we are only interested in the result Figure 310 shows the result of decomposing the above signal in both the time and frequency domains The amplitude of the sine wave with frequency f is almost the same as the peak amplitude of the composite signal The amplitude of the sine wave with frequency 3f is one-third of that of the first, and the amplitude of the sine wave with frequency 9f is one-ninth of the first The frequency

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of the sine wave with frequency f is the same as the frequency of the composite signal; it is called the fundamental frequency, or first harmonic The sine wave with frequency 3fhas a frequency of 3 times the fundamental frequency; it is called the third harmonic The third sine wave with frequency 9fhas a frequency of 9 times the fundamental frequency; it is called the ninth harmonic Note that the frequency decomposition of the signal is discrete; it has frequenciesf, 3f, and 9f Because f is an integral number, 3f and 9f are also integral numbers There are no frequencies such as 12f or 26f The frequency domain of a periodic composite signal is always made of discrete spikes

Figure 311 shows a nonperiodic composite signal It can be the signal created by a microphone or a telephone set when a word or two is pronounced In this case, the composite signal cannot be periodic, because that implies that we are repeating the same word or words with exactly the same tone

When you type in a Web address, Internet Explorer must resolve that name to the Web server s IP address to make a connection to that Web server It can resolve the name in three ways: by broadcasting, by consulting the locally stored HOSTS text file, or by contacting a DNS server To broadcast for name resolution, the host sends a message to all the machines on the network, saying something like, Hey! If your name is JOESCOMPUTER, please respond with your IP address All the networked hosts receive that packet, but only JOESCOMPUTER responds with an IP address Broadcasting works fine for small networks, but it is limited because it cannot provide name resolution across routers Routers do not forward broadcast messages to other networks, as illustrated in Figure 10-13

In a time-domain representation of this composite signal, there are an infinite number of simple sine frequencies Although the number of frequencies in a human voice is infinite, the range is limited A normal human being can create a continuous range of frequencies between 0 and 4 kHz Note that the frequency decomposition of the signal yields a continuous curve There are an infinite number of frequencies between 00 and 40000 (real values) To find the amplitude related to frequency J, we draw a vertical line atfto intersect the envelope curve The height of the vertical line is the amplitude of the corresponding frequency

The range of frequencies contained in a composite signal is its bandwidth The bandwidth is normally a difference between two numbers For example, if a composite signal contains frequencies between 1000 and 5000, its bandwidth is 5000 - 1000, or 4000 The bandwidth of a composite signal is the difference between the highest and the lowest frequencies contained in that signal Figure 312 shows the concept of bandwidth The figure depicts two composite signals, one periodic and the other nonperiodic The bandwidth of the periodic signal contains all integer frequencies between 1000 and 5000 (1000, 100 I, 1002, ) The bandwidth of the nonperiodic signals has the same range, but the frequencies are continuous

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