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cout << "Your final grade is " << setprecision(3) << 02 * midterm + 04 * final + 04 * sum / count << setprecision(prec) << endl;

public class ResourceFigure extends Figure { private Label label; public ResourceFigure() { super(); label = new Label(); labelsetTextAlignment(PositionConstantsLEFT); add(label); setLayoutManager(new FreeformLayout()); } public void setText(String text) { labelsetText(text); } public void setImage(Image icon) { labelsetIcon(icon); } }

This class s paint() method draws the figure on the screen:

cout << "Your final grade is " << setprecision(3) << grade(midterm, final, sum / count) << setprecision(prec) << endl;

private static final int FOLDED_CORNER_LENGTH = 12; protected void paintFigure(Graphics g) { superpaintFigure(g); Rectangle r = getClientArea();

CaseInsensitiveString cis = new CaseInsensitiveString("Polish"); String s = "polish";

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Not only must we supply arguments that correspond to the parameters of the functions that we call, but we must supply them in the same order Accordingly, when we call the grade function, the first argument must be the midterm grade, the second must be the final exam grade, and the third must be the homework grade Arguments can be expressions, such as sum / count, not just variables In general, each argument is used to initialize the corresponding parameter, after which the parameters behave like ordinary local variables inside the function So, for example, when we call grade(midterm, final, sum / count), the grade function's parameters are initialized to copies of the arguments' values, and do not refer directly to the arguments themselves This behavior is often called call by value, because the parameter takes on a copy of the value of the argument

// draw the rectangle without the top left corner gdrawLine(rx, ry, rx + rwidth - FOLDED_CORNER_LENGTH - 1, ry); // top gdrawLine(rx, ry, rx, ry + rheight - 1); // left gdrawLine(rx, ry + rheight - 1, rx + rwidth - 1, ry + rheight - 1); // bottom gdrawLine(rx + rwidth - 1, ry + FOLDED_CORNER_LENGTH - 1, rx + rwidth - 1, ry + rheight - 1); // right // draw the label setConstraint(label, new Rectangle(rx + 10, ry + 10, rwidth - 21, rheight - 21)); // draw the folded corner Point topLeftCorner, bottomLeftCorner, bottomRightCorner; PointList trianglePolygon; topLeftCorner = new Point(rx + rwidth - FOLDED_CORNER_LENGTH - 1, ry); bottomLeftCorner = new Point(rx + rwidth - FOLDED_CORNER_LENGTH - 1, ry + FOLDED_CORNER_LENGTH); bottomRightCorner = new Point(rx + rwidth - 1, ry + FOLDED_CORNER_LENGTH); trianglePolygon = new PointList(3); trianglePolygonaddPoint(topLeftCorner); trianglePolygonaddPoint(bottomLeftCorner); trianglePolygonaddPoint(bottomRightCorner); gsetBackgroundColor(ColorConstantslightGray); gfillPolygon(trianglePolygon); gdrawLine(topLeftCorner, bottomLeftCorner); gdrawLine(bottomLeftCorner, bottomRightCorner); gsetLineDash(new int[] { 1 }); gdrawLine(bottomRightCorner, topLeftCorner); }

Once the ResouceFigure class has been implemented, we must modify ResourceEditPart to instantiate and return this new figure Start by adding a new field to ResourceEditPart so that the figure can be referenced by multiple methods:

Another problem that we solved in 322/46, and that we can imagine wanting to solve in other contexts, is finding the median of a vector We'll see in 811/140 how to define a function that is so general that it works with a vector of any type of value For now, we'll limit our attention to vector<double> To write our function, we'll start with the part of the program in 322/47 that computes medians, and make a few changes:

private final ResourceFigure resourceFigure = new ResourceFigure();

Modify the constructor to initialize the figure:

// compute the median of a vector<double> // note that calling this function copies the entire argument vector double median(vector<double> vec) { typedef vector<double>::size_type vec_sz; vec_sz size = vecsize(); if (size == 0) throw domain_error("median of an empty vector"); sort(vecbegin(), vecend());

As expected, cisequals(s) returns true The problem is that while the equals method in CaseInsensitiveString knows about ordinary strings, the equals method in String is oblivious to case-insensitive strings Therefore sequals(cis) returns false, a clear violation of symmetry Suppose you put a case-insensitive string into a collection:

Figure 2 6 New Plug-in Project wizard page 6 code generation options for the view (Eclipse 33 only)

This document is created with the unregistered version of CHM2PDF Pilot vec_sz mid = size / 2;

Reviewing the code generated by the New Plug-in Project wizard provides a brief look at the following major parts comprising the sample plug-in The plug-in manifests The plug-in class The Favorites view

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