what are the 3 independent components to construct a triangle
Answers
There are three rules for congruency. All the three specify three data. They are :
Length of the three sides
Length of 2 sides and included angle
Two angles and the length of the included line (between the two angles)
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Answer:
The minimum number of independent measurements required to construct a triangle is 3.
In a triangle, we have information about the length of the three sides and the value of the 3 internal angles formed when the two sides of the triangle intersect. Out of these 6 values if we know the following combinations of the values we can easily construct the triangle:
Lengths of all the 3 sides (SSS triangle construction)Length of 2 sides and the measure of the internal angle formed between them (SAS triangle construction)Measure of the 2 internal angles and the length of the included side (ASA triangle construction)
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