Lagrange identity: If two vector `veca; vecb` are any two vectors `|vecaxx vecb|^2 =( |veca|^2

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Lagrange identity: `(veca `x` vecb).(vecc `x` vecd) = veca . (vecb` x` (vecc `x` vecd))` Lagrange identity: `(veca `x` vecb).(vecc `x` vecd) = veca . (vecb` x` (vecc `x` vecd))`
Lagrange identity: `(veca `x` vecb).(vecc `x` vecd) = veca . (vecb` x` (vecc `x` vecd))` Lagrange identity: `(veca `x` vecb).(vecc `x` vecd) = veca . (vecb` x` (vecc `x` vecd))`
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