In triangle XYZ, m2Y = 63.25° and mzZ= 28.8°. Determine the measure of the exterior angle to X.
O92.05°
87.95°
061.20⁰
26.75°

Question

In triangle XYZ, m2Y = 63.25° and mzZ= 28.8°. Determine the measure of the exterior angle to X.  O92.05°  87.95°  061.20⁰  26.75°   ASAP!!

Orla · Answer

Answer:  the answer is 87.95  Step-by-step explanation:

minhkhoi · Answer

The value of the  exterior angle  of the  measure of the angle X is found as  120.85°.  Explain the term linear pair?   When two lines cross at one point, a linear pair with angles is created.   If the angles follow the intersections of the two lines in a straight line, they are referred to as linear.   A linear pair's total angles are always proportional to 180°.     For the stated question-  Three angles of the triangle XYZ are-  ∠Y = 63.25°  ∠Z = 28.8°.  then, by  angle sum property  of  triangle.  ∠X + ∠Y + ∠Z = 180  ∠X = 180 - 63.25° - 28.8°.  ∠X = 87.95    Thus, exterior angle to X.  Exterior angle = 180 - ∠X  (linear pair)   Exterior angle = 180 - 87.95  Exterior angle = 120.85°    Thus, the value of the exterior angle of the  measure of the angle X is found as  120.85°.    To know more about the  linear pair , here   https://brainly.com/question/18944511   #SPJ1

Explain the term linear pair?

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