the given figure ab is parallel to CD abs question for decrease CD is equal to 65 then X is equals to
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HERE IS THE SOLUTION FOR YOUR QUESTION;
◆Construction: Draw a line parallel to line AB & CD from point E so that AB parallel to CD parallel to EF. 【 Note: EF is the constructed line.】
◆◆THE SOLUTION◆◆
◆Since AB parallel to EF & CD.
So 35°+ Angle BEF =180° [Angles on the same side of the transversal is supplementary angles]
=>BEF=180-35
=>BEF=145°.
Now similarly for the other side;
65°+DEF=180°.
=>DEF=180-65
=> DEF=115°.
★★Now For Finding X ★★
Now, X+DEF+BEF=360°. [Complete angle sum property]
=>X + 115°+145°=360°
=>X+ 260°= 360°
=>X=360-260
=>X =100°.
SO THE VALUE OF X IS 100°.
HOPE IT HELPS
◆Construction: Draw a line parallel to line AB & CD from point E so that AB parallel to CD parallel to EF. 【 Note: EF is the constructed line.】
◆◆THE SOLUTION◆◆
◆Since AB parallel to EF & CD.
So 35°+ Angle BEF =180° [Angles on the same side of the transversal is supplementary angles]
=>BEF=180-35
=>BEF=145°.
Now similarly for the other side;
65°+DEF=180°.
=>DEF=180-65
=> DEF=115°.
★★Now For Finding X ★★
Now, X+DEF+BEF=360°. [Complete angle sum property]
=>X + 115°+145°=360°
=>X+ 260°= 360°
=>X=360-260
=>X =100°.
SO THE VALUE OF X IS 100°.
HOPE IT HELPS
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