Linear Inequations -3 < x/2 - 1 < 1, x ∈ Z
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I need to sketch this region {z∈C||z−i|≤|z−1|}{z∈C||z−i|≤|z−1|}. I'd like some assistance with solving this inequality because I think that's where I'm going wrong.
To solve the inequality I'm squaring both sides and trying to solve for that. Similar to this post.
(z−i)2≤(z−1)2(z−i)2≤(z−1)2
0≤(z−1)2−(z−i)20≤(z−1)2−(z−i)2
0≤((z−1)−(z−i))((z−1)+(z−i))0≤((z−1)−(z−i))((z−1)+(z−i))
0≤(−1+i)(2z−1−i)0≤(−1+i)(2z−1−i)
0≤−2z+2zi+−i2+1
juliaplaysgacha:
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