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If V is the volume of the parallelepiped having three coterminous edges, as vec(a),vec(b)andvec(c), then the volume of the parallelepiped having three coterminous edges as alpha=(vec(a).vec(a))vec(a)+(vec(a).vec(b))vec(b)+(vec(a).vec(c))vec(c) beta=(vec(a).vec(b))vec(a)+(vec(b).vec(b))vec(b)+(vec(b).vec(c))vec(c) gamma=(vec(a).vec(c))vec(a)+(vec(b).vec(c))vec(b)+(vec(c).vec(c))vec(c) is |
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