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Given :
Angle A = 75°
CE//AB
Angle ECD = 40°
To find :
Other angles of the triangle .
Solution :
Angle BAC = Angle ACE = 75° (Alternate interior angles)
Now ,
Angle BCA + Angle ACE + angle ECD=180°(Linear Pair)
Angle BCA + 75° +40° = 180°
Angle BCA + 105° = 180°
Angle BCA = 180°-115° = 65°
Now ,
In ∆ ABC ,
Angle A + Angle B + Angle C = 180°
Angle A + 75°+65°= 180°
Angle A = 180°-140° = 40° .
#Be Brainly
Angle A = 75°
CE//AB
Angle ECD = 40°
To find :
Other angles of the triangle .
Solution :
Angle BAC = Angle ACE = 75° (Alternate interior angles)
Now ,
Angle BCA + Angle ACE + angle ECD=180°(Linear Pair)
Angle BCA + 75° +40° = 180°
Angle BCA + 105° = 180°
Angle BCA = 180°-115° = 65°
Now ,
In ∆ ABC ,
Angle A + Angle B + Angle C = 180°
Angle A + 75°+65°= 180°
Angle A = 180°-140° = 40° .
#Be Brainly
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