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MTH 005 Chapter 3 Geometric Figures & Terms

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Term
Definition
Pythagorean Theorem   A triangle is a right triangle if and only if the Sum of the legs squared (leg squared + leg squared) = Hypotenuse squared  
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Sum of the angles of any triangle   180 degrees  
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Complementary Angles   Two angles whose sum is 90 degrees; represent the angle & its Complement as x and 90 - x  
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Supplementary Angles   Two angles whose sum is 180 degrees; represent the angle & its Supplement as x and 180 - x  
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Perimeter of a Rectangle   The distance around the Rectangle Formula: P = 2L + 2W. Represent both length & width in terms of the same variable; make substitutions & solve for the unknown numbers.  
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Isosceles Triangle   A triangle with at least 2 angles that are equal  
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Obtuse Triangle   A triangle with one angle that is greater than 90 degrees  
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Similar Triangles   Corresponding sides are proportional and corresponding angles are equal  
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Rectangle   Parallelogram with one angle that is a right angle  
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Parallelogram   Quadrilateral whose opposite sides are parallel  
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Trapezoid   Four-sided figure with exactly one pair of parallel sides  
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Quadrilateral   Four-sided figure in a plane  
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Right triangle   A triangle with one angle that is a right angle (90 degrees)  
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Created by: powens
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