Difference between revisions of "Leg"

(New page: The legs of a triangle are the two sides of a triangle that are not the hypotenuse. For example, in a 5-12-13 triangle, the sides measuring 5 and 12 are both legs of th...)
 
 
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The legs of a [[triangle]] are the two [[sides]] of a triangle that are not the [[hypotenuse]]. For example, in a 5-12-13 [[triangle]], the [[sides]] measuring 5 and 12 are both legs of the [[triangle]].
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Generally speaking, in math, legs are two sides of right triangles or isosceles triangles.
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==Right Triangle==
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<asy>
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dot((0,0));
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dot((4,0));
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dot((0,3));
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draw((0,0)--(4,0)--(0,3)--cycle);
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draw(rightanglemark((4,0),(0,0),(0,3)));
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</asy>
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In a [[right triangle]], the '''legs''' are the two [[sides]] of the [[triangle]] that are not the [[hypotenuse]]. For example, in a 5-12-13 triangle, the sides measuring 5 and 12 are both legs of the triangle.
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In a non-equilateral [[isosceles triangle]], the legs are the two congruent sides.
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{{stub}}
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[[Category: Definition]]

Latest revision as of 21:21, 25 May 2020

Generally speaking, in math, legs are two sides of right triangles or isosceles triangles.

Right Triangle

[asy] dot((0,0)); dot((4,0)); dot((0,3)); draw((0,0)--(4,0)--(0,3)--cycle); draw(rightanglemark((4,0),(0,0),(0,3))); [/asy] In a right triangle, the legs are the two sides of the triangle that are not the hypotenuse. For example, in a 5-12-13 triangle, the sides measuring 5 and 12 are both legs of the triangle.

In a non-equilateral isosceles triangle, the legs are the two congruent sides.

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