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solve for z, find the root
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\[\sqrt{z^2+5}-2=z\]
1/2 ?
no solution
no; 1/4 is the answer:)
yes 1/4; I did -5 instead of +5
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\[\sqrt{z^2+5}-2=z\]\[\implies \sqrt{z^2+5}=z+2.\]\[\implies z^2+5=z^2+4z+4.\]\[\implies 4z =1 \implies z = \frac{1}{4}.\]
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