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The ray XZ is the angle bisector of ZWXY and m ZWXY = 155°. Enter m 2WXZ.The measure of ZWXZ is
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The ray XZ is the angle bisector of ZWXY and m ZWXY = 155°. Enter m 2WXZ.The measure of ZWXZ is

The ray XZ is the angle bisector of ZWXY and m ZWXY = 155°. Enter m 2WXZ.The measure-example-1
User Carolynn
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When a ray is the bisector of an angle it means that the angle was divided by two. Therefore the angle formed by WXZ is:


\measuredangle WXZ=(155)/(2)=77.5\degree

User CeePlusPlus
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