Asked by alex
Using properties of the triple scalar product and triple vector product,
prove that
(a ^ b) (c ^ d) = (a *c)(b * d) - (a * d)(b * c):
[Hint: start by thinking of (a ^ b) (c ^ d) as (a ^ b) e, where e = c ^ d]
prove that
(a ^ b) (c ^ d) = (a *c)(b * d) - (a * d)(b * c):
[Hint: start by thinking of (a ^ b) (c ^ d) as (a ^ b) e, where e = c ^ d]