In the circle below, suppose m \stackrel{ rown}{WXU} = 194^{\circ} and m \angle XWV = 108^{\circ}. Find the following. (a) m \angle WXU = (b) m \angle XUV =
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Since ZW = 10, we can assume that ZWU is a right angle (90 degrees). Therefore, m(ZWU) = 90 degrees. Since ZWU is a right angle, we can assume that ZWXU is a straight line (180 degrees). Therefore, m(ZWXU) = 180 degrees. Show more…
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