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Online Geometry: Trapezoid, Theorems and Problems
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Trapezoid, Theorems and
Problems- Table of Content
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Median of a Trapezoid, Theorems and Problems.
Index.
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Problem 529.
Right Trapezoid, Circle, Diameter. |
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Proposed Problem 432.
Trapezoid, Parallel, Measurement, Similarity, Transversal. |
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Proposed Problem 397.
Triangle, Altitude, Midpoints, Trapezoid, Congruence. |
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Proposed Problem 337.
Isosceles Trapezoid, Angle bisector, Parallel, Concyclic points. |
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Proposed Problem 313.
Circle, Chord, Tangent, Perpendicular, Geometric Mean. |
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Proposed Problem 230. Triangle, Midpoints, Transversal,
Perpendicular lines.
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Proposed Problem 229. Triangle, Centroid, Transversal, Perpendicular
lines. |
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Proposed Problem 228. Triangle, Midpoints, Exterior line,
Perpendiculars lines.
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Proposed Problem 227. Triangle, Centroid, Exterior line,
Perpendicular lines. |
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Proposed Problem 226. Triangle, Centroid, Perpendiculars. |
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Proposed Problem 185. Trapezoid,
Triangles and Angles. |
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Proposed Problem 172. Trapezoid,
Midpoints, Quadrilaterals, Areas.
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Proposed Problem 171. Trapezoid,
Midpoints, Triangles, Areas.
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Proposed Problem 170. Trapezoid,
Midpoint, Triangle, Area.
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Proposed Problem 163. Trapezoid,
Diagonals, Triangles, Areas.
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Proposed Problem 164.
Parallelogram, Trapezoid, Diagonal, Triangles, Areas.
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Trapezoid
TRAPEZOID: A trapezoid is a
quadrilateral having two parallel sides called bases.

SCALENE, ISOSCELES, AND RIGHT
TRAPEZOID:

MEDIAN OF A TRAPEZOID: Segment
joining the midpoints of the two legs. The median is parallel to
the bases and equal to one half of the sum of the bases.

MIDPOINTS OF THE DIAGONALS:
The segment joining the midpoints of the two diagonals is
parallel to the bases and equal to one half of the difference of
the bases.

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