Answer:
Let angel C be a
now,
a+68°+37° = 180° ( sum of triangles)
or, a+ 105°=180°
or, a= 180°-105°
so, a= 75°
again,
a = x = 75° ( being alternate angle )
so, the required value of x is 75°
x=143°-∠E
Explanation:
In triangle, ABC
37°+68°+∠C=180°..........Sum of all the angles of a triangle is 180°
105°+∠C=180°
∠C=180°-105°
∠C=75°
As,
∠EAD=∠CAB=37°
x+37°+∠E=180°
x=180°-(37°+∠E)
x=180°-37°-∠E
3.3m questions
4.2m answers