Find t belongs to r for which there is atleast one complex number satisfying |z+1|=t^2-2t+6
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|z+1|=t^2-2t+6
=t^2-2t-3t+6
=t(t-2)-3(t-2)
=(t-2)(t-3)
|z+1| is a positive because,
z+1=2. |. z+1=3
z=1. |. z=2
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