which side of xyz is the longest?
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Answer:
B) XZ
Step-by-step explanation:
First we find the measure of the missing angle. The sum of the angles of a triangle is 180; this means the missing angle is
180-(60+43) = 180-103 = 77
The shortest side of a triangle is across from the smallest angle; the largest side of a triangle is across from the largest angle. The largest angle is ∠Y; this makes the side opposite this angle, XZ, the longest side.
The longest side of the given triangle is line segment XZ. The side opposite the larger angle is the largest side of the triangle.
The general properties of the triangle are:
The given ΔXYZ has two angles 60° and 43°.
So, the third angle is calculated as follows:
∠Y + 60° + 43° = 180°
∠Y = 180° - 103°
∠Y = 77°
Thus, ∠Y = 77° is the largest angle in the given triangle.
The side opposite to the ∠Y is XZ. So, it will be the longer side.
Therefore, the longest side of the given ΔXYZ is XZ. So, option B is correct.
Learn more about the longest sides and larger angles of a triangle here:
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