Vocabulary Definitions

Here is a generic right triangle:[br][br][img]data:image/png;base64,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[/img][br][br]Notice there are 2 legs, we use the words adjacent and opposite to identify which leg we are refering to.[br][br][img]data:image/png;base64,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[/img][br][br]Adjacent means "the leg next to a particular acute angle."[br][br]Opposite means "the leg across from a particular angle."[br][br]If we are talking about angle [b][color=#3d85c6]b[/color][/b] the adjacent side is 3 and the opposite side is 4.[br]BUT...[br]If we are talking about angle [b][color=#ff00ff]a[/color][/b] the adjacent side is 4 and the opposite side is 3.[br][br]Many students are confused by this because the opposite and adjacent sides depend on the ANGLE we are talking about. In other words the opposite and adjacent sides are defined by the angle of interest.[br][br][img]data:image/png;base64,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[/img][br][br]Opposite and adjacent are NEVER used to describe the hypotenuse. The hypotenuse is always the hypotenuse.
Describe how you know which side of the right triangle is the hypotenuse.
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Information: Vocabulary Definitions