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using the completed-square form (x-4)^2-21 to solve the equation x^2-8x-5=0, leaving the answer in exact (surd) form
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\[x^2-8x=5\] \[(x-4)^2=5+4^2=21\] \[x-4=\pm\sqrt{21}\] \[x=4\pm\sqrt{21}\]
i love the word "surd" we don't use it much anymore
you can use quadratic formula also
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