Answer:
-  ∠K = 46° 
 -  ∠L = 90°
 -  ∠J = 44°
 
Explanation:
The given triangle is a right angled triangle. 
So, the angles in the triangle are : 
- 90° 
 - (4x + 10)° 
 - (2x + 26)°
 
Solving according to angle sum property, 
Sum of all angles in a triangle is 180° 
 90° + (4x + 10)° + (2x + 26)° = 180°
 126° + 6x = 180°
 6x = 180° - 126° 
 6x = 54° 
 x = 9 
Angles = 
 4(9) + 10 
 46° 
 2(9) + 26
 44° 
-  ∠K = 46° 
 -  ∠L = 90°
 -  ∠J = 44°
 
The angles are 46°, 90° and 44°.