I'm trying to understand following equation:
$ \frac {\sqrt x + \sqrt{(x+1)}} {x-(x+1)} = -(\sqrt x + \sqrt{x+1}) $
Which steps do I need to take to get to the solution?
2026-04-07 08:05:54.1775549154
Division with square root of x in counter
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Because $$x-(x+1)=-1.$$ It's all!