Chapter 1, Problem Q1.23DQ

Consider the vector products A × (B × C) and $\text{(}\stackrel{\to }{A}\times \stackrel{\to }{B})\times \stackrel{\to }{C}$. Give an example that illustrates the general rule that these two vector products do not have the same magnitude or direction. Can you choose vectors $\stackrel{\to }{A},\stackrel{\to }{B}$ and $\stackrel{\to }{C}$ such that these two vector products are equal? If so, give an example.