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Let f (x) be a non-negative function on the interval [a, b] Imagine rotating the graph of f about the x axis This procedure will generate a surface of revolution, as shown in Figure 831 We will develop a procedure for determining the area of such a surface We partition the interval [a, b] : a = x0 x1 x2 xk 1 xk = b Corresponding to each pair of elements x j 1 , x j in the partition is a portion of curve, as shown in Figure 832 When that piece of curve is rotated about the x axis, we obtain a cylindrical surface Now the area of a true right circular cylinder is 2 r h We do not have a true cylinder, so we proceed as follows We may approximate the radius by f (x j ) And the height of the cylinder can be

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ConsoleWriteLine(); // Obtain area per person for office areaPP = officeAreaPerPerson(); ConsoleWriteLine("office has:\n " + officeFloors + " floors\n " + officeOccupants + " occupants\n " + officeArea + " total area\n " + areaPP + " area per person"); } }

The Technical Review Board meets in May (The subject is Board, one unit, singular) The company is one of the largest employers in California (The subject is company, one unit, singular) My family are doing well (The subject is family, the individuals are emphasized, plural)

The output is the same as shown earlier In the program, notice that when AreaPerPerson( ) is called, it is put on the right side of an assignment statement On the left is a variable that will receive the value returned by AreaPerPerson( ) Thus, after

areaPP = houseAreaPerPerson();

y = f (x)

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executes, the area-per-person of the house object is stored in areaPP Notice that AreaPerPerson( ) now has a return type of int This means that it will return an integer value to the caller The return type of a method is important because the type of data returned by a method must be compatible with the return type specified by the method Thus, if you want a method to return data of type double, then its return type must be type double

Part I:

Although the preceding program is correct, it is not written as efficiently as it could be Specifically, there is no need for the areaPP variable A call to AreaPerPerson( ) can be used in the WriteLine( ) statement directly, as shown here:

ConsoleWriteLine("house has:\n " + houseFloors + " floors\n " + houseOccupants + " occupants\n " + houseArea + " total area\n " + houseAreaPerPerson() + " area per person");

y = f (x)

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In this case, when WriteLine( ) is executed, houseAreaPerPerson( ) is called automatically, and its value will be passed to WriteLine( ) Furthermore, you can use a call to AreaPerPerson( ) whenever the area-per-person of a Building object is needed For example, this statement compares the per-person areas of two buildings:

if(b1AreaPerPerson() > b2AreaPerPerson()) ConsoleWriteLine("b1 has more space for each person");

Collective nouns include committee, company, board, rm, jury, crowd, staff, group, family, audience, public, and team, among many others

It is possible to pass one or more values to a method when the method is called A value passed to a method is called an argument Inside the method, the variable that receives the argument is called a formal parameter, or just parameter, for short Parameters are declared inside the parentheses that follow the method s name The parameter declaration syntax is the same as that used for variables The scope of a parameter is the body of its method Aside from its special task of receiving an argument, it acts like any other local variable Here is a simple example that uses a parameter Inside the ChkNum class, the method IsPrime( ) returns true if the value that it is passed is prime It returns false otherwise Therefore, IsPrime( ) has a return type of bool

approximated by the length of the curve spanning the pair x j 1 , x j This length was determined above to be about 1 + [ f (x j )]2

// A simple example that uses a parameter using System; class ChkNum { // Return true if x is prime public bool IsPrime(int x) { if(x <= 1) return false; for(int i=2; i <= x/i; i++) if((x %i) == 0) return false; return true; } } class ParmDemo { static void Main() { ChkNum ob = new ChkNum(); for(int i=2; i < 10; i++) if(obIsPrime(i)) ConsoleWriteLine(i + " is prime");

else ConsoleWriteLine(i + " is not prime"); } }

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