Question

find X and Y in the following figure where ABCD and E F G H are two parallelograms​

Answer 1

Step-by-step explanation:

1) Since EFGH is a parallelogram, Angle H = Angle F and Angle E = Angle G

Since, Angle H = Angle F = Angle y = 35°.

So, y = 35°

2) Since, Angle H = Angle E, Angle E = 35°.

Also, since, ABCD is a parallelogram Angle B = Angle D = 120°.

So, with the help of a property of exterior angle the equation formed is :

Equation : x° + 35° = 120°

: x° = 85°