Given the following vector, $\(\mathbf{v}\)$, obtain the unit vector that aligns with the direction of $\(\mathbf{v}\)$.
$\(\mathbf{v}\)=-\(\mathbf{i}\)-\(\sqrt\)3\(\mathbf{j}\)$

• A. $-\(\frac\)14\(\mathbf{i}\)+\(\frac{\sqrt3}{4}\]\mathbf{j}\)$
• B. $-\(\frac\)12\(\mathbf{i}\)-\(\frac{\sqrt3}{2}\]\mathbf{j}\)$
• C. $-\(\frac\)12\(\mathbf{i}\)+\(\frac{\sqrt3}{2}\]\mathbf{j}\)$
• D. $-\(\frac\)14\(\mathbf{i}\)-\(\frac{\sqrt3}{4}\]\mathbf{j}\)$