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VB .NET and C# support variable declarations in classes or structures, methods, conditional statements, and in loops. Since both conditionals and loops are considered statement blocks, when you create a variable inside of these, that variable is considered a block scope variable. This means that the variable is available only within that loop or conditional statement. If you are unaware of this, it can be easy to write statements with out of scope variables. Here is an example of what that would look like:

005 01 015 0 01 02 03 04 05 06 Time (s) 07 08 09 10

The nominal gain of the ampli er is AV nom = 10 If 5 percent tolerance resistors are employed, the worst-case error would occur at the extremes: AV min = RF min 9,500 = 905 = RS max 1,050 AV min

Based on representative experience Objective, repeatable, verifiable, defensible Efficient and if used correctly, provides a good guide to the likely effort your project will consume Based on representative experience Objective, repeatable, verifiable, defensible

= 100

10 905 = 95% 10

Thus, the ampli er gain could vary by as much as 10 percent (approximately) when 5 percent resistors are used If 10 percent resistors were used, we would calculate a percent error of approximately 20 percent, as shown below AV min = 100 100 AV AV RF min 9,000 = = 818 RS max 1,100 AV max = RF max 11,000 = = 122 RS min 900

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VB .NET Dim numbers As Integer() = {5, 10, 15} Dim i As Integer = 0 While i < 3 Console.WriteLine(numbers(i)) 'Show 5 then 10 then 15 i = i + 1 Dim InsideVariable As Integer End While InsideVariable = 13 'Error due to being out of scope C# int[] numbers = {5, 10, 15}; int i = 0; while (i < 3) { Console.WriteLine(numbers[i]); //Show 5 then 10 then 15 i++; int InsideVariable; }// End of loop InsideVariable = 13; //Error due to being out of scope

A useful op-amp circuit that is based on the inverting ampli er is the op-amp summer, or summing ampli er This circuit, shown in Figure 127, is used to

12

+ vS2 _

Although there is no specified size as to what constitutes a small project, for a project measured in function points, most software metrics consultants agree on a lower limit of around 30 function points

add signal sources The primary advantage of using the op-amp as a summer is that the summation occurs independently of load and source impedances, so that sources with different internal impedances will not interact with each other The operation of the summing ampli er is best understood by application of KCL at the inverting node: the sum of the N source currents and the feedback current must equal zero, so that i1 + i2 + + iN = iF But each of the source currents is given by the following expression: (1224)

(1225)

Operations are a set of one or more commands you would like the computer to perform. In VB .NET and C#, operations come in two basic forms: methods and operators. Operators are small pre-made methods that use symbols instead of the standard method syntax. While most operators are made up of one symbol, some operators are made up of two or even three symbols. Also, operators in one language may be different in the other; for example, VB .NET = operator is the same as C# == operator. Although you could create methods that do the same things as operators, most people prefer to use operators. This is because the symbols look and act like the mathematical statements we learned as children, and thus are often easier for people to read. For example, while you could create a method that would take in two numbers, add them together, and return the results like so: x = MyCustomClass.Add(5, 5) most people would find the following code more intuitive: x = 5 + 5 Still, either one would fundamentally perform the same operation, so you could choose to implement your code by using either one.

(1226)

Combining equations 1225 and 1226, and using equation 1215, we obtain the following result:

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