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Solutions Manual for Data Structures with Java PDF 下载
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The design stage could adapt the same class as shown in Listing 1.1.
The implementation stage could adapt the same class as shown in Listing 1.2.
The testing stage could run a test driver like this:
public class CelsiusToFahrenheit {
public static void main(String[] args) {
if (args.length!=3) exit();
double first = Double.parseDouble(args[0]);
double last = Double.parseDouble(args[1]);
double incr = Double.parseDouble(args[2]);
for (double i=first; i<=last; i += incr)
System.out.println(i + “\t” + new MyTemperature(value,'F') );
}
User Manual
Enter the string: java CelsiusToFahrenheit <first> <last> <incr>
at the command line, where <first> is the first Celsius temperature to be
converted, <first> is the last Celsius temperature, and <incr> is the Celsius
increment for the table. The output will be a conversion table with that range
and increment.
Example:
Input: java Convert 0 40 10
Output: 032
1050
2068
3086
40104
2 Chapter 1 Binary Trees
private static void exit() {
System.out.println(
"Usage: java CelsiusToFahrenheit <first> <last> <incr>"
+ "\nwhere:"
+ "\t<first> is the first celsius temperature to be listed"
+ "\t<last> is the last celsius temperature to be listed"
+ "\t<incr> is the increment"
+ "\nExample:"
+ "\tjava CelsiusToFahrenheit 0 40 4"
);
System.exit(0);
}
}
1.2 Another likely cycle is shown in here. This is the common Debug
Cycle, consisting of repeated two-part test-and-correct step.
1.3
1.4 If d is a divisor of n that is greater than , then m = n/d must be a whole number (i.e., an
integer), and therefore another divisor of n. But since d > , we have m = n/d < n/ =
. So by checking for divisors only among those integers that are less than ,
the existence of the divisor d > will be found indirectly from m = n/d < .
1.5
Implementation
Testing
Design
CombinationLock
-n1:int
-n2:int
-n3:int
-open:boolean
+changeComb(int,int,int,int,int,int):boolean
+close()
+isOpen():boolean
+open(int,int,int):boolean
n n n n n n n
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