ការប្រើGeogebraដើម្បីដោះស្រាយសមីការ

[b]ឧទាហរណ៍១[/b] រកចំណុចប្រសព្វរវាងក្រាបនៃអនុគមន៍ [math]y=x^2+5x-6[/math] ជាមួយអ័ក្សអាប់ស៊ីស[br]* [u]របៀបទី១[/u] 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[/img][br][img]data:image/png;base64,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[/img][br]ដូចនេះ ចំណុចប្រសព្វរវាងក្រាប​នឹងអ័ក្សមាន២ចំណុចគឺ [math]\left(1,0\right)[/math] និង [math]\left(-6,0\right)[/math][br]* [u]របៀបទី២[/u][br]ដោយចំណុចប្រសព្វរវាងក្រាប[math]y=x^2+5x-6[/math] និងអ័ក្ស[math]x'ox[/math] ជាឬសរបស់សមីការ[math]x^2+5x-6=0[/math][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img][br]ដូចនេះ សមីការមានឬសពីរ គឺ[math]x=-6,x=1[/math][br][br][b][i][u]សម្គាល់[/u][/i]៖ [i]យើងអាចដោះស្រាយសមីការបានគ្រប់ប្រភេទដោយគ្រាន់តែប្រើកូដ solve (...)[/i][/b]
[b]ឧទាហរណ៍២[/b] ​ដោះស្រាយសមីការ [math]x^4-2x^3+x-5[/math]
សូមប្រើកម្មវិធី[math]Geogebra[/math] ខាងក្រោមដើម្បីដោះស្រាយសមីការ
លំហាត់
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[/img][img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img]

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