How would I use the properties of determinants to show that for any two vectors $\bf u$ and $\bf v$ in $ℝ^3$
$$\bf u \times v = (-v) \times u$$
How would I use the properties of determinants to show that for any two vectors $\bf u$ and $\bf v$ in $ℝ^3$
$$\bf u \times v = (-v) \times u$$