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If the points(a^3/(a-1),(a^2-3)/(a-1)), ...

If the points`(a^3/(a-1),(a^2-3)/(a-1))`, `(b^3/(b-1),(b^2-3)/(b-1))`, `(c^3/(c-1),(c^2-3)/(c-1))` are collinear for 3 distinct values `a,b,c` and `a!=1, b!=1, c!=1`, then find the value of `abc-(ab+bc+ca)+3(a+b+c)`.

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