Answer:
m<EDA=35°
m<DAE=35 diagonal bisect it
Step-by-step explanation:
m<AED=180-2×35=110°(by sum of interior angle of the triangle)
m<BCE=mDAE=35° alternate angle
In quadrilateral ABCD i.e, rhombus
m∠AED = 180° - (35° + 35°)
m∠DAE = 35° (In rhombus, diagonal bisect each other)
m∠BCE = 35° (Alt. interior angle)
You're welcome :)
Hello There!
Consecutive Angles In Parallelograms Are "Supplementary"
"Supplementary Angles" Are Angles That Have A Sum of 180 Degrees
An horizontal line.
