A pair of angles are supplementary if their respective measures sum to 180 degrees.
If the two supplementary angles are adjacent (i.e. have a common vertex and share a side, but do not have any interior points in common) their non-shared sides form a line.
Hope you understand this.
2006-07-17 07:30:27
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answer #1
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answered by Sherlock Holmes 6
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A Linear Pair Of Angles
2016-11-08 06:09:49
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answer #2
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answered by borreta 4
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It depends. If the supplementary angles satisfy the definition and condition of a linear pair, such as they must be adjacent and share a common side, then they the supplementary angles are also linear. Take note that all linear pairs are always supplementary*meaning the sum of the measures of their angles is 180 degrees) but not all supplementary angles are always linear pair.
2006-07-17 07:37:47
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answer #3
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answered by baeyongmok 2
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B Supplementary angles and linear pairs both add to 180°. Two angles may be supplementary, but not adjacent and therefore not form a linear pair. If two angles are adjacent and not equal 180°, then they are not supplementary and do not form a linear pair.
2016-03-16 22:24:54
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answer #4
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answered by Anonymous
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Yes it is true
If two angles are supplementary they are a linear pair of angles
2006-07-17 11:14:32
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answer #5
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answered by Subhash G 2
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If by linear you mean they have a sum of 180 degrees, then yes.
If you want the angles to "line up" ie form a line with one ray from each angle, then the angles must have a common vertex and side, and they must be in the same plane.
The second definition is a subset of the first.
2006-07-17 07:18:11
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answer #6
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answered by Michaelsgdec 5
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Not necessary! But the converse is true.
I mean, If two angles are linear pairs, then they are supplementary.
Your statement is not always true!
2006-07-17 19:56:08
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answer #7
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answered by sakura 2
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can be true or false.. to be a linear pair.. the two angles must share a common vertex and side.. and they must be in the same plane.
2006-07-17 08:07:21
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answer #8
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answered by ♥Tom♥ 6
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True
2006-07-17 07:59:19
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answer #9
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answered by nicegal 3
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