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Here is the output produced by the program:

Thus the area contribution of this cylindrical increment of our surface is about 2 f (x j ) 1 + [ f (x j )]2

2 3 4 5 6 7 8 9 is is is is is is is is prime prime not prime prime not prime prime not prime not prime

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In the program, IsPrime( ) is called eight times, and each time a different value is passed Let s look at this process closely First, notice how IsPrime( ) is called The argument is specified between the parentheses When IsPrime( ) is called the first time, it is passed the value 2 Thus, when IsPrime( ) begins executing, the parameter x receives the value 2 In the second call, 3 is the argument, and x then has the value 3 In the third call, the argument is 4, which is the value that x receives, and so on The point is that the value passed as an argument when IsPrime( ) is called is the value received by its parameter, x A method can have more than one parameter Simply declare each parameter, separating one from the next with a comma For example, here the ChkNum class is expanded by adding a method called LeastComFactor( ), which returns the smallest factor that its two arguments have in common In other words, it returns the smallest whole number value that can evenly divide both arguments

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// Add a method that takes two arguments 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; } // Return the least common factor public int LeastComFactor(int a, int b) { int max; if(IsPrime(a) || IsPrime(b)) return 1; max = a < b a : b; for(int i=2; i <= max/2; i++) if(((a%i) == 0) && ((b%i) == 0)) return i;

See Figure 833 If we sum up the area contribution from each subinterval of the partition we obtain that the area of our surface of revolution is about

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A noun and a pronoun must agree in number and in person, regardless of where in the sentence the words occur Most people can trust their ear to understand the basics Where most dif culties occur are in the proper usage of who and whom, in the lack of a gender-neutral pronoun (discussed earlier), and with collective nouns Use Who and Whom Properly The use of who and whom has, surprisingly, not evolved out of written usage Most people are uncomfortable making the who/whom determination and know they can t trust their ear to guide them In fact, the rules are clear and relatively easy to understand and remember The basic rule is that you should use who or whoever when the word you re replacing is the subject of the sentence or the subject of a dependent clause (when you can substitute he, she, they, I, or we) Use whom or whomever when the word you re replacing is the object of a verb or a preposition (when you can substitute him, her, them, me, or us) Consider these examples:

Part I:

return 1; } } class ParmDemo { static void Main() { ChkNum ob = new ChkNum(); int a, b; for(int i=2; i < 10; i++) if(obIsPrime(i)) ConsoleWriteLine(i + " is prime"); else ConsoleWriteLine(i + " is not prime"); a = 7; b = 8; ConsoleWriteLine("Least common factor for " + a + " and " + b + " is " + obLeastComFactor(a, b)); a = 100; b = 8; ConsoleWriteLine("Least common factor for " + a + " and " + b + " is " + obLeastComFactor(a, b)); a = 100; b = 75; ConsoleWriteLine("Least common factor for " + a + " and " + b + " is " + obLeastComFactor(a, b)); } }

Notice that when LeastComFactor( ) is called, the arguments are also separated by commas The output from the program is shown here:

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