multiply (z+1/6)(z-6) using identity
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There are 6 possible values for v that you get from the equation v6=1. But to go from a value of v to a value of z which solves the original equation, you have to solve v=zz−1 for z, and when v=1 there is no such solution. For if v=1, then we would have to have 1=zz−1, or z=z−1, and this is impossible.
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