Rules of Lines and Triangles

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16 Terms

1
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angles around a point

∠a +∠b +∠c +∠d = 360°

<p><span>∠a +∠b +∠c +∠d = 360°</span></p>
2
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angles on a straight line / supplementary angles

∠a + ∠b = 180°

<p><span>∠a + ∠b = 180°</span></p>
3
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vertically opposite angles

∠a = ∠c

<p><span>∠a = ∠c</span></p>
4
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complementary angles

∠e + ∠f = 90°

<p><span>∠e + ∠f = 90°</span></p>
5
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corresponding angles

∠g = ∠h

<p><span>∠g = ∠h</span></p>
6
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co-interior angles

∠i + ∠j = 180°

<p><span>∠i + ∠j = 180°</span></p>
7
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alternate interior angles

∠k = ∠l

<p><span>∠k = ∠l</span></p>
8
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acute angles

Less than 90°

<p><span>Less than 90°</span></p>
9
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obtuse angles

90° < x < 180°

<p><span>90° &lt; <em>x</em> &lt; 180°</span></p>
10
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reflex angles

180° < x < 360°

<p><span>180° &lt; <em>x</em> &lt; 360°</span></p>
11
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isosceles triangle

knowt flashcard image
12
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scalene triangle

knowt flashcard image
13
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right triangle

knowt flashcard image
14
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equilateral triangle

knowt flashcard image
15
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exterior angles of a triangle

∠a + ∠b = ∠d

<p><span>∠a + ∠b = ∠d</span></p>
16
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angles in a triangle

add up to 180 deg