Page 66 - DCAP313_LAB_ON_COMPUTER_GRAPHICS
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Lab on Computer Graphics



                   Notes                           {p+=2*x+1;
                                                   else
                                                   {
                                                   Y– –;
                                                   p+=2*(x–y)+1;
                                                   }
                                                   cliplot(x 1 , y 1 , x, y);
                                                   }
                                                   }
                                                   void cliplot(int xctr, int yctr, int x, int y)
                                                {
                                                   putpixel(xctr +x, yctr +y, 1);
                                                   putpixel(xctr –x, yctr +y, 1);
                                                   putpixel(xctr +x, yctr –y, 1);
                                                   putpixel(xctr –x, yctr –y, 1);
                                                   putpixel(xctr +y, yctr +x, 1);
                                                   putpixel(xctr –y, yctr +x, 1);
                                                   putpixel(xctr +y, yctr –x, 1);
                                                   putpixel(xctr –y, yctr –x, 1);
                                                   getch();
                                                }
                                 Example Result Output Computer Graphics

                                 Enter the centre point:
                                         400
                                         200

                                 Enter the radius:
                                         100
                                 Output















                                 Self Assessment Questions
                                    6.  Crucial to this definition is the fact that every simple closed curve admits a well-defined
                                      interior Closed curves can be classified as negatively oriented …………………….
                                       (a)  counter clockwise          (b)  clockwise
                                       (c)  Both (a) and (b)           (d)  None of these




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