3) Find the value of x that makes m l n.

SOLUTION
From the image provided,
If m is parallel to n, then
[tex](200-2x)^o=130^o[/tex]From here, we have that
[tex]\begin{gathered} (200-2x)^o=130^o \\ 200-2x=130 \\ 200-130=2x \\ 70=2x \\ 2x=70 \\ x=\frac{70}{2} \\ x=35 \end{gathered}[/tex]Hence, the answer is x = 35