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The interest rates used for interest income and expense have been written directly into the formulas in order to make the illustration more compact. In practice with a real model, this is not a good idea. Instead, you should have these rates in separate cells, with the formulas referencing them. In this way, the rates are clear and plain to see. Changing them later if you want to test different assumptions also becomes much easier. The calculations of interest income and expense are usually done on the average of the beginning and ending cash or debt. For the first year, however, we have just used a full year s calculations for simplicity of illustration. In the second year, the formulas use the average of the balance sheet numbers multiplied by the interest rates. For the interest on the NTF plug, this is a calculation of 25 multiplied by 10 percent, to yield 2.5. The number 25 is the average of 0 (the first year s number) and 47.7 (the second year s number). We use the average because the NTF number in the second year did not appear on the first day of that second year. You can imagine that as the plug was 0 at the end of the first year, it was just a little over 0 on the first day of the second year. Only after a full year has passed did the NTF become 47.7. The plug is the result of the flows occurring during the year, and in the absence of any other information,

if(count > lowerbound) return count--;

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// Construct an empty set of a given size. public Set(int size) { members = new char[size]; // allocate memory for set Length = 0; // no members when constructed } // Construct a set from another set. public Set(Set s) { members = new char[s.Length]; // allocate memory for set for(int i=0; i < s.Length; i++) members[i] = s[i]; Length = s.Length; // number of members } // Implement read-only indexer. public char this[int idx]{ get { if(idx >= 0 & idx < Length) return members[idx]; else return (char)0; } } /* See if an element is in the set. Return the index of the element or -1 if not found. */ int find(char ch) { int i; for(i=0; i < Length; i++) if(members[i] == ch) return i; return -1; } // Add a unique element to a set. public static Set operator +(Set ob, char ch) { // If ch is already in the set, return a copy of the // original set. if(ob.find(ch) != -1) { // Return a copy of the original set. return new Set(ob); } else { // Return a new set that contains the new element. // Make the new set one element larger than the original. Set newset = new Set(ob.Length+1);

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hence such distortions are well within speci cation. Because the cascade factor, as discussed in Appendix E, is 20 log n, n is the number of ampli ers in cascade, which calculates to ve ampli ers to 14 dB. For ampli ers with a composite triple beat (CTB) of 68 dB, then for the ve ampli ers cascade relates to 68 14 or 54 dB which is 3 dB better then the allowed 51 dB speci cation. Therefore, the conclusion can be made that for systems rich in optical ber, where the ber-optical plant has replaced the coaxial cable trunk, the cascade number is reduced to ve ampli ers with high quality ampli ers. The CSO and composite triple beat (CTB) specs are at least 70 dB. The likelihood of seeing any measurable distortion is quite remote. Also, such systems have reduced the number of miles of coaxial plant, thus reducing the possibility of cable leakage. However, the coaxial distribution part of the cable system operating at high-signal level will have to be diligently monitored for ingress and leakage.

Is the Universal Remote Commander better than the five-component universal remote (heck, Sony doesn t even love it enough to give it a cool name) Sure it

// Analyze methods using reflection. using System; using System.Reflection; class MyClass { int x; int y;

What happens if we break one of the strands in a closed duplex DNA If we break one of the strands of a cdDNA, then the strands are free to turn around each other, and there is no longer a constraint that the linking number must remain constant. In fact, strictly speaking Lk is no longer defined. The ends of the double helix are also no longer held in place, which (as noted previously) is necessary to maintain a superhelix. What happens, as illustrated in Fig. 10-23, is that the axis of the helix is free to relax; the writhe goes to zero. A circular,

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The second of C# s selection statements is switch. The switch provides for a multiway branch. Thus, it enables a program to select among several alternatives. Although a series of nested if statements can perform multiway tests, for many situations the switch is a more efficient approach. It works like this: The value of an expression is successively tested against a list of constants. When a match is found, the statement sequence associated with that match is executed. The general form of the switch statement is

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