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Hey dear here is your answer!!!!!!
Solution 1) To find the angle MPN use the quadrilateral sum of angles property which is
Sum of all angles = 360°
45+90+90+MPN= 360°
125+MPN = 360°
MPN = 235°
Solution 2) If two adjacent angles are given the rest two will be in ratio 2:3 only because opposite angles of parallelogram are equal .
Solution 3)Angle ADB = 60° (alternate interior angles are equal )
To find Angle CDB ,
We know that Angle A = Angle C (opposite angles are equal )
By using angle sum property in triangle BDC
Angle C + CDB + DBC = 180°
75+ CDB + 60° = 180°
CDB = 45°
Hope it helps u dear....☺️☺️☺️
Solution 1) To find the angle MPN use the quadrilateral sum of angles property which is
Sum of all angles = 360°
45+90+90+MPN= 360°
125+MPN = 360°
MPN = 235°
Solution 2) If two adjacent angles are given the rest two will be in ratio 2:3 only because opposite angles of parallelogram are equal .
Solution 3)Angle ADB = 60° (alternate interior angles are equal )
To find Angle CDB ,
We know that Angle A = Angle C (opposite angles are equal )
By using angle sum property in triangle BDC
Angle C + CDB + DBC = 180°
75+ CDB + 60° = 180°
CDB = 45°
Hope it helps u dear....☺️☺️☺️
ranjeetkumarmahto:
Thanks dear
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