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What else can I help you with?
What is the converse of if two segments have the same length then they are congruent?
If two line segments are congruent then they have the same length.
When you copy an angle do the lengths of the segments you draw to represent the two rays affect whether the angles have the same measure?
No.
Two angles that have the same measure are called?
They are Congruent
Two segments that have the same length?
Congruent
The point in a polygon at which two line segments meet is called?
there where a polygon meet that 2 segments is called ''vertex''
What is the if-then form of two segments having the same measure are congruent?
The form would be: "If two segments have the same measure, then they are congruent."
Two segments are if they have the same measure?
Congruent.
Are two segments with the same measure congruent?
no
Two segments that have the same measure must be congruent?
True
Two segments are what if they have the same measure?
They're "equal" or "congruent".
Two segments having the same measure are congruent?
yes they are congruent
What does it mean for angles and segments to be congruent?
Two angles are congruent if they both measure exactly the same number of degrees. Two line segments are congruent if they both have exactly the same length.
Two segments in the same plane are parallel if the containing them are parallel is called?
Lines
Two segments with the same length?
congruent segments
What is the converse of if two segments have the same length then they are congruent?
If two line segments are congruent then they have the same length.
What Two line segments are congruent must be true?
If two line segments are congruent, it must be true that they have the same length. This means that if you measure both segments, they will be equal in distance from one endpoint to the other. Additionally, congruent segments can be superimposed on each other, matching perfectly in length and endpoints.
When you copy an angle do the lengths of the segments you draw to represent the two rays affect whether the angles have the same measure?
No.
