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Two points determine one and only one straight-line, If two lines are cut by transversal so so that the alternate interior angles are equal the corresponding angles are equal, The sides of a circumscribed equilateral triangle or bisected at the points of contact to the circle, A line that is perpendicular to the tangent of a circle at the point of contact will pass through the center of that circle, And angle inscribed in a minor arc is acute, In triangles ABC and RST if a:b=r:s and angle C= angle T then triangle ABC and RST are congruent, If two polygons have the same number of sides then they are similar, The perimeter of the regular polygon of n sides inscribed in a circle is less than the circumference of the circle, If the number of degrees in an angle is y then its complement is 180-y, Two triangles that are equal are congruent, If a:b=c:d then d:b=a:c can be obtained by performing transformation, An inscribed angle of a circle is equal to the measure of the arc it subtends, If 2 chords of a circle bisect each other both cords are diameters, The bisectors of a pair of corresponding angles of two lines cut by transversal are parallel to each other, If two lines are parallel to the same line then they are parallel to each other, If the endpoints of a line segment are on a circle the segment is a diameter. 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