Answer:- The second triangle would be the one that is correct.
Triangles’ angle measures resemble to the length of their opposite sides. Consequently, 60 degrees resembles to 14, 90 degrees parallels to 16.1, and 30 degrees corresponds to 8.
The chief angle in a triangle will have the lengthiest side across from it. This is ways we know that the first triangle is not the truthful answer, since the chief angle does not have the extended corresponding side. Henceforth, a triangle can be drawn with the angles as 45°, 45°, and 90°.
Consequently, if specified three side lengths, in order to put the viewpoints in order from smallest to chief, first find the smallest angle by finding the angle differing the smallest side, then, the medium-sized angle by finding the angle opposite the medium-sized side, and the chief angle opposite the largest side.
Answer:
A right triangle is revealed. The extent of the hypotenuse is 16, the base is 13.9, and the other side is 8. The top angle is 60 degrees and the bottom right angle is 30 degrees.
Step-by-step explanation:
The measures of the angles of in a triangle needs to resemble to the length size of the side opposite each angle in a triangle.
In simple words, this refers that the higher the measure of an angle, the lengthier the distance of the side opposite that angle. Consequently, the smallest measure of an the 3 angles in the triangle would resemble with the shortest length.
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