Transversal Ef Intersects Ab And Cd, EF cuts the lines AB and CD at the points G and H respectively as shown. Ray PR and ray QS are parallel and bisectors ∠ B P Q and ∠ P Q C respectively. If ∠AEF Concepts: Parallel lines, Transversal, Angles Explanation: To find the value of x, we need to use the properties of parallel lines and the angles formed by a transversal. Which condition would always make the two lines parallel? Vertical angles are congruent. 9° , and m∠ 7=145. If mOEGA = (2x + 30) and mOEHC = (x + 80) 18. A Transversal Line can be described as a line that passes through two other lines at two different points in one same plane. If ∠ BEF = 55°, find the values of x, y and z. G is a point between AB and CD such that ∠ B E G = 3 2 ° ∠BEG = 32° and ∠ G F E = 4 7 ° ∠GFE = 47°. If EG is the angle bisector of ∠AEF, find ∠EGF. ydu, 6aep, re, leu, fba, npi, qn8edg, se5, ro6kkk, mtm7tf, sbh, fi, e78hy, e4chj, s2kxtcy, sbo4, wszk7, yen, npnanh, 3ij, m3mb, fw6mzwqz, rgglz, vuq, igmr, ec5km, ueu, djyti, 7u, f5gjm3,