MathgeomGLS

1
-2.1808797622173	-2.0024564709856	31.577027807134	19.2849343682748	-2.1808797622173	-2.0024564709856	31.577027807134	19.2849343682748	0.25	Tahoma		9	2	8	8	80	80	1	1	1	1	1	64000	1	15793151	12632256	255	32768	8421504	32896	32896	8421376	15780518	128	0	0	0	1
2
		1	1	16711680	0.100000001490116	-3.14159265358979	3.14159265358979	-0.3	0.1	-1	-1	0	0	0
3
25
4
Angles in a right angle	1	0	0	1	0	3	0	-1	0	-1	5	3	-1
5
2	19	2	15	6	15	
6
Angles in a right angle	1	0	1	1	0	3	0	-1	0	-1	5	3	-1
7
2	16	3	16	3	15	
8
Angles in a right angle	1	0	1	1	0	3	0	-1	0	-1	5	2	-1
9
2	15	6	19	
10
Angles in a straight line	1	0	1	1	0	3	0	-1	0	-1	5	2	-1
11
8	15	13	15	
12
Angles in a straight line	1	0	1	1	0	3	0	-1	0	-1	5	2	-1
13
9	19	11	15	
14
Angles at a point	1	0	2	1	0	3	0	-1	0	-1	5	3	-1
15
1	10	2	13	6.5	13	
16
Angles at a point	1	0	2	1	0	3	0	-1	0	-1	5	2	-1
17
2	13	6	10	
18
Vertically opposite angles	1	0	2	2	0	3	0	-1	0	-1	5	2	-1
19
8	13	13	10	
20
Vertically opposite angles	1	0	2	2	0	3	0	-1	0	-1	5	2	-1
21
8	10	13	13	
22
Corresponding angles	1	0	2	2	0	3	0	-1	0	-1	5	2	-1
23
1	7.3	6	8.4	
24
Corresponding angles	1	0	2	2	0	3	0	-1	0	-1	5	2	-1
25
1	6.6	6	6.1	
26
Corresponding angles	1	0	2	2	0	3	0	-1	0	-1	5	2	-1
27
2	8.6	5	4.6	
28
Corresponding angles Parallel	1	0	2	2	0	3	0	-1	0	-1	5	2	-1
29
7.5	7.5	13	7.5	
30
Corresponding angles Parallel	1	0	2	2	0	3	0	-1	0	-1	5	2	-1
31
7.5	6	13	6	
32
Corresponding angles Parallel	1	0	2	2	0	3	0	-1	0	-1	5	2	-1
33
9	8.5	11.5	4.7	
34
Internal angles triangle	1	0	1	1	0	3	0	0	0	-1	5	4	-1
35
15	15	19	19	20	15	15	15	
36
External angles triangle	1	0	1	1	0	3	0	0	0	-1	5	4	-1
37
14.5	10	20	10	16.5	13	15.5	10	
38
Quadrilateral angles	1	0	1	1	0	3	0	0	0	-1	5	5	-1
39
14	5.2	20	4.7	19	8	15.5	7.3	14	5.2	
40
Scalene triangle	1	0	1	1	0	3	0	0	0	-1	5	4	-1
41
21	18.7	25	14.7	26	18.7	21	18.7	
42
Isosceles triangle	1	0	0	1	0	3	0	0	0	-1	5	4	-1
43
22.2	10	24.2	14	26.2	10	22.2	10	
44
Isosceles triangle equal sides	1	0	0	1	0	3	0	0	0	-1	5	2	-1
45
23.1	12.2	23.4	12	
46
Isosceles triangle equal sides	1	0	0	1	0	3	0	0	0	-1	5	2	-1
47
25	12	25.3	12.2	
48
Isosceles triangle equal angles	1	-1	3	2	255	3	0	0	0	-1	5	1	-1
49
22.5	10.2	
50
Isosceles triangle equal angles	1	-1	3	2	255	3	0	0	0	-1	5	1	-1
51
25.86	10.2	
52
Equilateral triangle	1	0	3	1	255	3	0	0	0	-1	5	4	-1
53
22	4.5359	26	4.5359	24	8	22	4.5359	
54
25
55
Angle a & b	2.5	16.5	20	Tahoma		12	0	-1
56
3
57
a�	0
58
	0
59
     b�	0
60
Angles	1	15	20	Tahoma		12	0	-1
61
3
62
Angles in a right angle total 90�	0
63
            a�+b� = 90�	0
64
Complementary angles add to 90�	-16777208
65
Angle x & y	10.25	15.5	20	Tahoma		12	0	-1
66
1
67
x�    y�	0
68
Angles	7.7	15	20	Tahoma		12	0	-1
69
3
70
Angles in a straight line total 180�	0
71
            x�+y� = 180�	0
72
Supplementary angles add to 180�	0
73
Angle a+b+c	1	10	20	Tahoma		12	0	-1
74
2
75
Angles at a point total 360�	0
76
      a�+b�+c� = 360�	-16777208
77
Angles	1.8	13.45	20	Tahoma		12	0	-1
78
3
79
a�	0
80
      c�	-16777208
81
 b�	-16777208
82
Vertically opposite angles	9.6	12.16	20	Tahoma		12	0	-1
83
3
84
     b�	0
85
a�       a�	0
86
     b�	0
87
Vertically opposite angles	7.5	10	20	Tahoma		12	0	-1
88
3
89
Vertically oposite angles are formed	0
90
by intersecting straight lines.	0
91
Vertically oposite angles are equal.	0
92
Corresponding angles	1	4.5	20	Tahoma		12	0	-1
93
14
94
If two lines are cut by a	0
95
transversal three types	0
96
of angles are formed.	0
97
Corresponding angles	255
98
  ADE and   DGH	0
99
  EDG and   HGB	0
100
  ADC and   DGF	0
101
  CDG and   FGB	0
102
Alternate angles	255
103
  EDG and   DGF	0
104
  CDG and   DGH	0
105
Co-interior angles	255
106
  CDG and   DGF	0
107
  EDG and   DGH	0
108
Corresponding angles	0.7	9	9	Tahoma		12	0	-1
109
22
110
        A	0
111
	0
112
                                         E	0
113
	0
114
	0
115
	0
116
	0
117
                   D	0
118
C	0
119
	0
120
	0
121
F	0
122
	0
123
	0
124
                     G                   H	0
125
	0
126
	0
127
	0
128
	0
129
	0
130
	0
131
                                  B	0
132
Symbols	0.95	2.75	20	Symbol		12	0	-1
133
10
134
�               �	0
135
�               �	-16777208
136
�               �	-16777208
137
�               �	-16777208
138
	-16777208
139
�               �	-16777208
140
�               �	-16777208
141
	0
142
�               �	-16777208
143
�               �	-16777208
144
Corresponding angles parallel	6.7	4.5	20	Tahoma		12	0	-1
145
13
146
If parallel lines are cut by a	0
147
transversal then...	0
148
Corresponding angles are equal	255
149
Alternate angles are equal	255
150
Co-interior angles are supplementary	255
151
a�+b� = 180�	0
152
Conversely, if...	0
153
Corresponding angles are equal	255
154
or	0
155
Alternate angles are equal	255
156
or	0
157
Co-interior angles are supplementary	255
158
then the lines are parallel.	0
159
Angles	8.9	7.95	23	Tahoma		12	0	-1
160
5
161
a�    b�	0
162
  b�    a�	0
163
	0
164
        a�   b�	0
165
          b�    a�	0
166
Interiorl angles triangle	14.5	15	20	Tahoma		12	0	-1
167
4
168
Angle sum.	255
169
The sum of the interior angles	0
170
any triangle is 180�	0
171
a�+b�+c� = 180�	0
172
Angles	15.4	18.6	20	Tahoma		12	0	-1
173
8
174
                         b�	0
175
	0
176
	0
177
	0
178
	0
179
	0
180
	0
181
 a�                          c�	0
182
Exterior angle triangle	14.5	10	20	Tahoma		12	0	-1
183
4
184
Exterior angle.	255
185
The exterior angle of any triangle	0
186
is equal to the sum of the interior	0
187
opposite angles.	0
188
Angles	14.35	12.7	20	Tahoma		12	0	-1
189
6
190
                a�	0
191
	0
192
	0
193
	0
194
	0
195
a�+b�                           b�	0
196
Quadrilateral	14.5	4.5	20	Tahoma		12	0	-1
197
11
198
Angle sum.	255
199
The angle sum of any	0
200
quadrilateral is 360�	0
201
a�+b�+c�+d� = 360�	0
202
	0
203
The angle sum of any	0
204
polygon	255
205
is given by the formula:	0
206
Angle sum = (n-2)x180�	255
207
where n is the number	0
208
of sides.	0
209
Angles	14.4	7.8	19	Tahoma		12	0	-1
210
7
211
                                b�	0
212
         a�	0
213
	0
214
	0
215
	0
216
d�	0
217
                                      c�	0
218
Scalene Triangle	21	15.5	20	Tahoma		12	0	-1
219
5
220
Scaleen triangle.	255
221
All sides and all	0
222
angles are different.	0
223
 a�     b�     c�	0
224
AB     BC    CA	0
225
Angles	20.67	19	18	Tahoma		12	0	-1
226
12
227
A                                        B	0
228
       a�                          b�	0
229
	0
230
	0
231
	0
232
	0
233
	0
234
	0
235
	0
236
                               c�	0
237
	0
238
                                C	0
239
Symbols	21.6	14.4	18	Symbol		20	0	-1
240
2
241
�    �	0
242
�    �	0
243
Isoscelese triangle	21.6	10	20	Tahoma		12	0	-1
244
4
245
Isoscelese triangle.	255
246
Two sides and two angles are	0
247
equal. The equal angles are	0
248
opposite the equal sides.	0
249
Equilateral triangle	21.6	4.3	20	Tahoma		12	0	-1
250
3
251
Equilateral triangle.	255
252
All three sides are equal	0
253
and each angle is 60�	0
254
Angles	22.25	7.5	19	Tahoma		12	0	-1
255
7
256
           60�	0
257
	0
258
	0
259
	0
260
	0
261
	0
262
60�                 60�	0
263