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**a**and

**b**and the scalar triple product is the volume of the parallelpiped with sides

**a**,

**b**, and

**c**, but what is the interpretation of the vector triple product. Is it just simply the area of the parallelogram with sides

**p**and

**c**, where

**p**=

**a x b**, or is it something else that can't really be visualized?

Thanks in advance.