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Answer:
1. x = 19°
Step-by-step explanation:
ABCD is a parallelogram
therefore,
LA = 120° = LC [Opp. Angles of Parallelogram are equal]
LB = LD = 60° [Opp. Angles & Angle Sun of Parallelogram]
In Triangle EDC,
LBEC is an external angle,
therefore, LBEC = LECD + LEDC
LBEC = Lx + LEDC
therefore,
Lx = LBEC - LEDC
which gives
Lx = 19°
Answered by
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<EDC + <ADB + <BAD = 180° (Angles on same side of parallelogram)
=> <EDC = 180-158 = 22°
<DEC +<BEC =180° (Linear pair)
=> <DEC =180 - 41 =139°
<ECD +<DEC + <EDC = 180° (Angles In a triangle)
.
. . <ECD = 180 - 161 = 19°
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