The Elements of Geometry

Cover The Elements of Geometry
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But, by 211, all interior 2j^'s = (n — 2) st. 2^'s.
. *. Sum of all exterior ^ 's = a perigon.
Exercises. 30. How many diagonals can be drawn in a polygon of n sides ?
31. The exterior angle of a regular polygon is one-third of a right angle : find the number of sides in the polygon.
32. The four bisectors of the angles of a quadrilateral form a second quadrilateral whose opposite angles are supplemental.
33. Divide a right-angled triangle into two isosceles tri- angles.
34. In a right-angled t
...riangle, the sect from the mid-point of the hypothenuse to the right angle is half the hypothenuse.
POL YGONS. 67 III. Parallelograms.
Theorem XXXI.
216. If two opposite sides of a quadrilateral are equal and parallel^ it is a parallelogram.
Hypothesis. ABCD a quadrilateral, with AB = and \\ CD, Conclusion. AjD \\ BC. Proof. Join AC. Then ^BAC = ^ A CD. (168. If a transversal cuts two parallels, the alternate angles are equal. ) By hypothesis, AB = CD, and ACis common, /. ^ BCA = ^ CAD, (124. Triangles are congruent if two sides and the included angle are equal in each.


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