Given that \(\textbf{u}\) and \(\textbf{v}\) are vectors such that \(\textbf{u}= \lang -1, 3 \rang\) and \(\textbf{v} = \lang 5, 8 \rang \), what is the component form of the vector \(\textbf{u}+\textbf{v}\) ?

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$$ \textbf{u}+\textbf{v} = \lang -1+5, 3+8 \rang $$ $$ \textbf{u}+\textbf{v} = \boxed{\lang 4, 11 \rang} $$