We determine the value of x as follows:
*Since we have that the sum of all interior angles of a triangles equals 180°, the following is true:
[tex](x)+(2x+5)+(x+15)=180[/tex]So, we operate like terms and solve for x:
[tex]\Rightarrow4x+20=180\Rightarrow4x=160\Rightarrow x=40[/tex]So, the value of x is 40 units.