Isosceles trapezoid: Difference between revisions
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An '''isosceles trapezoid''' is a geometric figure that lies in a [[plane]]. It is a specific type of [[trapezoid]] in which the legs have the same length. | {{asy image|<asy>draw((0,1)--(1,5)--(3,5)--(4,1)--cycle);</asy>|right|An isosceles trapezoid}} | ||
An '''isosceles trapezoid''' is a geometric figure that lies in a [[plane]]. It is a specific type of [[trapezoid]] in which the legs have the same length. Its properties include: | |||
* congruent diagonals | * congruent diagonals | ||
* 2 pairs of congruent [[angle]]s | |||
* one pair of congruent sides | |||
* opposite angles are supplementary | |||
* the segment joining the midpoints of the bases is perpendicular to the bases | |||
* properties of a [[trapezoid]] | |||
== See Also == | |||
* | * [[Trapezoid]] | ||
* [[Isosceles triangle]] | |||
[[Category:Geometry]] | |||
{{stub}} | |||
Latest revision as of 19:40, 13 February 2025
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![[asy]draw((0,1)--(1,5)--(3,5)--(4,1)--cycle);[/asy]](http://latex.artofproblemsolving.com/6/c/4/6c44731770aacefda73bf17a8a260f6120c94fa2.png)
An isosceles trapezoid is a geometric figure that lies in a plane. It is a specific type of trapezoid in which the legs have the same length. Its properties include:
- congruent diagonals
- 2 pairs of congruent angles
- one pair of congruent sides
- opposite angles are supplementary
- the segment joining the midpoints of the bases is perpendicular to the bases
- properties of a trapezoid
See Also
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