Oldjuk meg a valós számok halmazán az alábbi egyenletet![br] [img]data:image/png;base64,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[/img][br][right]Ötlet: [url=https://www.quora.com/%E2%88%9A-x+1-+%E2%88%9A-x-1-%E2%88%9A-x+1-%E2%88%9A-x-1-3-what-is-value-of-x]Quora[/url][/right][br]