1.
2 adj < formed by perp lines...: two adjacent angles formed by perpendicular lines have equal measure
2.
2 angles complementary...: two angles complementary to the same angle of equal measure have equal measure
3.
2 lines and = adj angles: if two lines from adjacent angles with equal measure then the lines are perpindicular
4.
addition property of equality: if a=b and c=d then a+c = b+d
5.
all right angles...: have equal measure
6.
an angle of measures...: less than 180 have exacxtly one bisector
7.
Angle addition postulate: if D is the interior of <ABC, then m<ABD + m<DBC + m<ABC
8.
angle bisector: splits an angle into 2 angles of eual measure
9.
midpoint: splits a segment into 2 segments of equal measure
10.
Multiplication property of equality: if a=b and c=d then ac=bd
11.
opposite rays: if the exterior sides of 2 adjacent angles are opposite rays, then the angles are supplementary
12.
perpendicular lines...: perpindicular lines intersect to form right angles
13.
perpinduclar/acute angles: if the exterior sides of two adjacent acute angles are perpindicular, then the angles are complementary
14.
segment addition postulate: if B is between A and C, then AB + BC = AC
15.
segment bisector: passes through a midpont
16.
substitution property: if a=b then a can be substituded for b, in any equation or expression
17.
subtraction property of equality: if a=b and c=d then a-c = b-d
18.
sum of comp angles: THE SUM OF THE MEASURES OF COMPLEMENTARY ANGLES IS 90
19.
sum of supp angles: the sum of the measures of supplementary angles is 180
20.
two angles supplementary...: two angles supplementary to the same angle of equal measure have equal measure
21.
vertical angles: have equal measure