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ab parallel to cd and t transversal cuts e and f if ef and fq are the bisectors of angle aef and eff prove ep parallel fq |
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Answer» Step-by-step explanation: AB PARALLEL CD and let EF be the TRANSVERSAL therefore angle EGB = angle GHD (forming corresponding angles) therefore angle GHD = 35° angle GHD = angle PHQ.... opposite angles therefore angle PHQ = 35° In Δ PHQ, angle P = 90° and angle PHQ = 35° therefore angle PQH = 55° .......(remaining angle of a triangle) |
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