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1. Define reaction rate. 2. Write the mathematical equation used to deter-
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x=10/y*(127-x); x = 10 / y * (127 - x);
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(d) (e) (f) 17. (a) (b) (c) (d) (e) (f) (g) 18. (a) (b) (c) (d) (e) (f) (g) (h) = 2 /3 radians = 2 /180 radians = 157 /9000 radians f g(x) = [(x 1)2 ]2 + 2[(x 1)2 ] + 3; g f (x) = ([x 2 + 2x + 3] 1)2 . 3 3 2 x 2 + 1; g f (x) = [ x + 1]2 2. f g(x) = f g(x) = sin([cos(x 2 x)] + 3[cos(x 2 x)]2 ); g f (x) = cos([sin(x + 3x 2 )]2 [sin(x + 3x 2 )]). f g(x) = eln(x 5)+2 ; g f (x) = ln(ex+2 5). f g(x) = sin([ln(x 2 x)]2 +[ln(x 2 x)]); g f (x) = ln([sin(x 2 + x)]2 [sin(x 2 + x)]). f g(x) = e[e ] ; g f (x) = e [e ] . f g(x) = [(2x 3)(x + 4)] [(2x 3)(x + 4) + 1] [(2x 3)(x + 4)+2]; g f (x) = (2[(x(x +1)(x +2)] 3)([(x(x +1)(x +2)]+4). f is invertible, with f 1 (t) = (t 5)1/3 . g is not invertible since g(0) = g(1) = 0. h is invertible, with h 1 (t) = sgn t t 2 . f is invertible, with f 1 (t) = (t 8)1/5 . g is invertible, with g 1 (t) = [ln t]/3. h is not invertible, since sin /4 = sin 9 /4 = 2/2. f is not invertible, since tan /4 = tan 9 /4 = 1. g is invertible, with g 1 (x) = sgn x |x|.
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7. Drawing a Conclusion Why were observations made after 1, 2 and 3 minutes, respectively
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to two decimal places of accuracy.
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As a point of interest, MyButtonClick( ) could have been written in a slightly different way. Recall that the who parameter of an event handler receives a reference to the object that generated the call. In the case of a button click event, this is the button that was clicked. Thus, MyButtonClick( ) could have been written like this:
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The interface constraint enables you to specify an interface that a type argument must implement. The interface constraint serves the same two important purposes as the base class constraint. First, it lets you use the members of the interface within the generic class. Second, it ensures that only type arguments that implement the specified interface are used. This means that for any given interface constraint, the type argument must be either the interface or a type that implements that interface. The interface constraint uses this form of the where clause: where T : interface-name Here, T is the name of the type parameter, and interface-name is the name of the interface. More than one interface can be specified by using a comma-separated list. If a constraint includes both a base class and interface, then the base class must be listed first. The following program illustrates the interface constraint by reworking the telephone list example shown in the previous section. In this version, the PhoneNumber class has been converted into an interface called IPhoneNumber. This interface is then implemented by Friend and Supplier.
Section V: Review Questions and Answers
The C# Language
3-40a
The iteration expression is missing. for(i = 0; i < 10; ) { Console.WriteLine("Pass #" + i); i++; // increment loop control variable }
// Write and then read back binary data. using System; using System.IO; class RWData { static void Main() { BinaryWriter dataOut; BinaryReader dataIn; int i = 10; double d = 1023.56; bool b = true; string str = "This is a test"; try { dataOut = new BinaryWriter(new FileStream("testdata", FileMode.Create)); } catch(IOException exc) { Console.WriteLine("Cannot Open File For Output"); Console.WriteLine(exc.Message); return; } // Write data to a file. try { Console.WriteLine("Writing " + i); dataOut.Write(i); Console.WriteLine("Writing " + d); dataOut.Write(d); Console.WriteLine("Writing " + b); dataOut.Write(b); Console.WriteLine("Writing " + 12.2 * 7.4); dataOut.Write(12.2 * 7.4); Console.WriteLine("Writing " + str); dataOut.Write(str); } catch(IOException exc) { Console.WriteLine("Error Writing File"); Console.WriteLine(exc.Message); } dataOut.Close(); Console.WriteLine();
CHAPTER 18:
Going Long and Wide
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