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Which Dimension Create More than one triangle?

A.Three angles measuring 25 , 65 , and 90
b.three angles measuring 50 , 50 , and 50
c.three side measuring 5, 12, and 13in
c. three side measuring 4ft, 8ft, and 10ft

Respuesta :

luftronika
It's A because if a triangle has 3 given angles, it's size isn't given and you could theoretically create an infinite amount of triangles with the given angles 25, 65 and 90 (also they add up to 180 which is the sum of degrees in angles in any triangle).

The dimension that can create more than one triangle is; A: Three angles measuring 25, 65, and 90.

How to classify triangles?

It is pertinent to know that one of the basic properties of a triangle is that it's 3 Interior angles must sum up to 180°

Now, triangles could be classified under shape or by angles.

For example by angles, we have acute angle, and obtuse angle triangle while under shape, we have right angle triangle, scalene triangle e.t.c

Now,looking at the options, only option A fits the definition of a triangle because the sum of the 3 Interior angles are 180° and as such it can be classified under angles or sides which means more than one triangle can be created.

Read more about triangles at; https://brainly.com/question/1675117

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