Answer:
[tex]\small\color{Violet}{\boxed{\tt{Q}}}\color{blue}{\boxed{\tt{U}}}\color{pink}{\boxed{\tt{E}}}\color{Orange}{\boxed{\tt{S}}}\color{Hotpink}{\boxed{\tt{T}}}\color{red}{\boxed{\tt{I}}}\color{Fuchsia}\small\color{Violet}{\boxed{\tt{O}}}\color{blue}{\boxed{\tt{N}}}[/tex]
the measure of a exteror angle of a triangle is always?
[tex]\small\color{red}
{\boxed{\tt{A}}}\color{blue}
{\boxed{\tt{N}}}\color{Violet}
{\boxed{\tt{S}}}\color{pink}
{\boxed{\tt{E}}}\color{Hotpink} {\boxed{\tt{R}}}[/tex]
The
exterior angle theorem states that the measure of each exterior angle of a triangle is equal to the sum of the opposite and non-adjacent interior angles. Remember that the two non-adjacent interior angles opposite the exterior angle are sometimes referred to as remote interior angles.
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