How to expand scalar triple product and vector triple product?

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If the scalar triple product of 3 vectors $\to a, \to b a n d \to c$ is 0 , then they are coplanar.

\to a, \to b

\to c

[2 \to a - \to b 2 \to b - \to c 2 \to c - \to a]

If the scalar triple product of 3 vectors $\to a, \to b a n d \to c$ is 0 , then they are coplanar.

[\to a + \to b - \to c \to b + \to c - \to a \to c + \to a - \to b

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