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1.1 root 1: .ds ZZ DEVELOPMENT PACKAGE
2: .TH PTARITH 3R "630 MTG"
3: .XE "add()"
4: .XE "sub()"
5: .XE "mul()"
6: .XE "div()"
7: .SH NAME
8: ptarith: add, sub, mul, div \- arithmetic on Points
9: .SH SYNOPSIS
10: .ft B
11: #include <dmd.h>
12: .sp
13: Point add (p, q)
14: .sp
15: Point sub (p, q)
16: .sp
17: Point mul (p, a)
18: .sp
19: Point div (p, a)
20: .sp
21: Point p, q;
22: .br
23: int a;
24: .SH DESCRIPTION
25: The
26: .I add
27: function
28: returns the Point sum of its arguments:
29: .sp
30: .ce
31: .ft CM
32: { p.x+q.x, p.y+q.y }
33: .sp
34: .ft R
35: The
36: .I sub
37: function
38: returns the Point difference of its arguments:
39: .sp
40: .ce
41: .ft CM
42: { p.x-q.x, p.y-q.y }
43: .sp
44: .ft R
45: The
46: .I mul
47: function
48: returns the Point:
49: .sp
50: .ce
51: .ft CM
52: { p.x*a, p.y*a }
53: .sp
54: .ft R
55: The
56: .I div
57: function
58: returns the Point:
59: .sp
60: .ce
61: .ft CM
62: { p.x/a, p.y/a }.
63: .sp
64: .ft R
65: .SH EXAMPLE
66: The following routine returns the center Point of a \f2window\f1.
67: .PP
68: .RS 3
69: .nf
70: .ft CM
71: #include <dmd.h>
72: Point add();
73: Point sub();
74: Point div();
75: Point
76: getcenter()
77: {
78: Point offset;
79: offset = div (sub
80: (Drect.corner,Drect.origin), 2);
81: return add (Drect.origin, offset);
82: }
83: \fR
84: .fi
85: .RE
86: .SH SEE ALSO
87: globals(3R), rectarith(3R), transform(3R/3L).
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