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We begin by dividing size by 2 in order to locate the middle of the vector If the number of elements is even, this division is exact If the number is odd, then the result is the next lower integer Exactly how we compute the median depends on whether the number of elements is even or odd If it is even, the median is the average of the two elements closest to the middle Otherwise, there is an element in the middle, the value of which is the median The expression that assigns a value to median uses two new operators: the remainder operator, %, and the conditional operator, often called the : operator The remainder operator, %, returns the remainder that results from dividing its left operand by its right operand If the remainder after dividing by 2 is 0, then the program has read an even number of elements The conditional operator is shorthand for a simple if-then-else expression First, it evaluates the expression, size % 2 == 0, that precedes the part of the operator as a condition to obtain a bool value If the condition yields true, then the result is the value of the expression between the and the : that follows; otherwise, the result is the value of the expression after the : So, if we read an even number of elements, we'll set median to the average of the two middle elements If we read an odd number, then we'll set median to homework[mid] Analogous to && and ||, the : operator first evaluates its leftmost operand Based on the resulting value, it then evaluates exactly one of its other operands The references to homework[mid] and homework[mid-1] show one way to access an element of a vector Every element of every vector has an integer, called its index, associated with it So, for example, homework[mid] is the element of homework with index mid As you might suspect from 26/30, the first element of the vector named homework is homework[0], and the last element is homework[size - 1] Each element is itself an (unnamed) object of the type stored in the container So, homework[mid] is an object of type double, on which we can invoke any of the operations that type double supports In particular, we can add two elements, and we can divide the resulting sum by 2 to get the average value of the two objects Once we know how to access the elements of homework, we can see how the median computation works Assume first that size is even, so that mid is size / 2 Then there must be exactly mid elements of homework on each side of the middle:.

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A contract that specifies programming services provided by a platform to application clients An API consists of the syntactic definition of the programmatic interfaces and file formats provided to the application client, the semantics of their behavior, and possibly additional restrictions and limitations on their use The goal of an API is to isolate application clients from changes to the implementation of the platform

Because we know that each half of homework has exactly mid elements, it should be easy to see that the indices of the two elements nearest the middle are mid - 1 and mid; the median is the average of these elements

require 'rinda/ring' DRbstart_service ring_server = Rinda::RingFingerprimary ring_serverwrite([:count_service, 0], 10) DRbthreadjoin

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The type of testing in which the tester has access to and tests the application using the public parts of the application, including the API and user interface, and has no knowledge of the internal workings of the application

If the number of elements is odd, then mid is really (size-1) / 2, because of truncation In that case, we can think of our sorted homework vector as two segments with mid elements each, separated by a single element in the middle That element is the median:

An object used to access a datastore A DAO hides the persistence mechanism used to store the object

In either case, our median computation relies on the ability to access a vector element knowing only its index Once we have computed the median, We need only compute and write the final grade:

With this code we are telling Rinda to expire the Tuple after 10 seconds When using a Numeric for this value, we are also telling Rinda that we do not want this Tuple to self-renew After 10 seconds this Tuple will be purged from the TupleSpace Let s look at a client that demonstrates this:

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The component model defined by J2EE for business objects An EJB is a managed component that is hosted in an EJB container The container provides a variety of services including transactions, access control, and life cycle management EJBs are further divided into Session Beans, Entity Beans, and Message-Driven Beans (MDB)

streamsize prec = coutprecision(); cout << "Your final grade is " << setprecision(3) << 02 * midterm + 04 * final + 04 * median << setprecision(prec) << endl;

A set of JCP APIs and formats that define standards for Java-based enterprise applications There are several versions of J2EE, which are referred to as J2EE 12, J2EE 13, J2EE 14, and Java EE 50 Note that starting with version 50, the standard is referred to as Java Enterprise Edition

require 'rinda/ring' require 'timeout' DRbstart_service ring_server = Rinda::RingFingerprimary 6times do Timeouttimeout(2) do puts ring_serverread([:count_service, nil])inspect end sleep(1) end sleep(6) Timeouttimeout(2) do puts ring_serverread([:count_service, nil])inspect end

The final program isn't much more complicated than the program in 3,1/35, even though it does much more work In particular, even though our homework vector will grow as needed to accommodate grades for as many homework assignments as our students can tolerate, our program doesn't need to worry about obtaining the memory to store all those grades The standard library does all that work for us Here is the entire program The only parts that we have not already mentioned are the #include directives, the corresponding using-declarations, and a few more comments:

The organization that defines the standards for the Java platform A Java standard is referred to as a JSR See also Java Specification Request

#include #include #include #include #include #include using using using using <algorithm> <iomanip> <ios> <iostream> <string> <vector> using using using using std::sort; std::streamsize; std::string; std::vector;

A formal standard issued by the JCP that defines part of the Java platform A JSR typically defines a Java API It may also define a file format, often using XML See also Java Community Process

Here we are looping six times, reading the Tuple, and sleeping for a second Because we have a 10-second expiration time, this should not be a problem Then we sleep for

std::cin; std::cout; std::endl; std::setprecision;

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