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΢΢Exercise P7.13. Implement the following algorithm to construct magic
n-by-n 2 squares; it works only if n is odd. Place a 1 in the middle of the
bottom row. After k has been placed in the (i, j) square, place k+1 into the
square to the right and down , wrapping around the borders. However, if the
square to the right and down has already been filled, or if you are in the
lower-right corner, then you must move to the square straight up instead.
Here is the 5¶5 square that you get if you follow this method:
329
330
11
18
25
2
9
10
12
19
21
3
4
6
13
20
22
23
5
7
14
16
17
24
1
8
15
Write a program whose input is the number n and whose output is the
magic square of order n if n is odd. Implement a class MagicSquare
with a constructor that constructs the square and a toString method that
returns a representation of the square.
΢G Exercise P7.14. Implement a class Cloud that contains an array list of
Point 2D.Double objects. Support methods
public void add(Point2D.Double aPoint)
public void draw(Graphics2D g2)
Draw each point as a tiny circle.
Write a graphical application that draws a cloud of 100 random points.
΢΢G Exercise P7.15. Implement a class Polygon that contains an array list
of Point2D.Double objects. Support methods
public void add(Point2D.Double aPoint)
public void draw(Graphics2D g2)
Draw the polygon by joining adjacent points with a line, and then closing
it up by joining the end and start points.
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