In Triangle XYZ, X = 5.9 meters, y = 8.9 meters, and z = 5.8 meters. Find the remaining measurements of the triangle, and round your answers to the nearest
tenth.
X = 28.6°, Y = 91.2", Z = 60.2
X = 40.9°, Y - 99°, Z = 60.2
X = 28.6°, _Y = 91.2°, Z = 40.1°
X = 40.9°, Y = 99°, Z = 40.1°

When we are given the lengths of the 3 sides of a triangle, we can easily compute all the internal angles by using the cosine's law or formula. Being x,y and z the sides of a triangle, and \alpha, \beta , \gamma the three opposite angles respectively, then

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addison0525 addison0525 · Answer 2 · 2022-02-17T17:32:36+01:00

addison0525 addison0525

17-02-2022

Answer:

X = 40.9°, Y = 99°, Z = 40.1°

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In Triangle XYZ, X = 5.9 meters, y = 8.9 meters, and z = 5.8 meters. Find the remaining measurements of the triangle, and round your answers to the nearest tenth. X = 28.6°, Y = 91.2", Z = 60.2 X = 40.9°, Y - 99°, Z = 60.2 X = 28.6°, _Y = 91.2°, Z = 40.1° X = 40.9°, Y = 99°, Z = 40.1°

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In Triangle XYZ, X = 5.9 meters, y = 8.9 meters, and z = 5.8 meters. Find the remaining measurements of the triangle, and round your answers to the nearest
tenth.
X = 28.6°, Y = 91.2", Z = 60.2
X = 40.9°, Y - 99°, Z = 60.2
X = 28.6°, _Y = 91.2°, Z = 40.1°
X = 40.9°, Y = 99°, Z = 40.1°