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at the point representing 2 If you start with 10 and divide by 5, you cut your distance from the number reflector by a factor of 5 and stay on the same side, so you end up at 2 Dividing by a negative number is trickier In Fig 5-2, suppose you start with 6 and divide it by 3 You jump to the other side of the number reflector and then reduce your distance from it by a factor of 3, finishing at 2 If you start with 10 and divide by 5, you jump to the other side of the number reflector and then cut your distance from it by a factor of 5, finishing at 2 In these situations, the integers divide each other cleanly without remainders Remainders occur when one nonzero integer divides another integer and the result is not an integer Messy division produces fractions, which we ll study in Chap 6 An example is the division of 5 by 3 Another example is the division of 7 by 12 You can add, subtract, or multiply any two integers and always end up with another integer In math jargon, the operations of addition, subtraction, and multiplication are closed over the set of integers When you do a division problem with integers, you don t always get another integer Therefore, the operation of division is not closed over the set of integers When you divide a quantity by another quantity, you get a quotient Sometimes it is called a ratio In a division problem, the first number is sometimes called the dividend, and the second number is sometimes called the divisor

Division by 0 What happens if you try to divide an integer by 0 You don t get any integer, or any other known type of number Look at this problem inside-out What must you multiply 0 by if

where D is a dummy variable representing a portion of the answer that will not be used Based on the expressions in the second column of eqn (4114), and Qdw are calculated as = [(n + 1 : 2n), (n + 1) : 2n] Qd = [(1 : n), (n + 1) : 2n] (4115) (4116)

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you want to get, say, 3 How many times must you add 0 to itself to get anything but 0 No integer can do this trick In fact, no known number solves this problem Most mathematicians will tell you that division by 0 is not defined That s what my 7th-grade math teacher kept saying, and I pestered her about it I would ask, Why not or retort, Let s define it, then! She would repeat herself, Division by 0 is not defined I did not take her seriously, so I started trying to make division by 0 work I never came up with a well-defined way to do it But I came pretty close, and had a lot of fun trying

their electrical and ignition systems And if you have a digital watch, keep it away from the antenna or you ll be listening to it instead of whistlers! Anything you hear other than whistlers and related phenomena or OMEGA signals are likely to be the result of extraneous signals overloading your receiver Burbling sounds (possibly mixed with OMEGA tones) are caused by military signals in the 15 to 30 kHz range, perhaps overloading the receiver A ticking sound at a 10 Hz rate is from Loran-C radio-navigation signals at 100 kHz In general, don t be surprised if you experience overloading from transmitters operating on any frequency if they are within sight of the location where you re using your whistler receiver! Table 14-3 illustrates some very low frequency stations around the world that broadcast low frequency signals, these signals are located at the upper edge of the VLF receiver s range

where [(i : j), (k : l)] denotes the the sub-matrix of composed of the i through j-th rows and k through l-th columns of matrix Example 422 For the simple system de ned in Example 421, after constructing and computing its matrix exponential, we have 1 1 1 10 2 1 10 2 6 2 0 1 2 1 10 10 2 2 10 (4117) = 0 0 1 0 0 0 1 1 1 1 0 1

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