I try to find notation of cross product rule of three vectors and I found:
$$\vec A×(\vec B×\vec C) = \vec B(\vec A.\vec C) - \vec C(\vec A.\vec B)$$
Is this notation correct for $\vec A×\vec B×\vec C$ ?
I try to find notation of cross product rule of three vectors and I found:
$$\vec A×(\vec B×\vec C) = \vec B(\vec A.\vec C) - \vec C(\vec A.\vec B)$$
Is this notation correct for $\vec A×\vec B×\vec C$ ?
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