ការប្រើGeogebra ដើម្បីដោះស្រាយវិសមីការ

[b]ទាហរណ៍[/b] ដោះស្រាយវិសមីការ[math]x^2-2x-3>0[/math] [br][b][u]* របៀបទី១[/u][/b] 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[/img][br][br][img]data:image/png;base64,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[/img][br][math][/math][br][b][u][i]សម្គាល់[/i][/u][/b] ៖ [i][b]យើងអាចដោះស្រាយវិសមីការបានជាច្រើនប្រភេទដោយគ្រាន់តែបប្រើ កូដ solve (....)[/b][/i]
ដូចនេះ វិសមីការមានចម្លើយ [math]x<-1,x>3[/math]
សូមប្រើកម្មវិធី[math]Geogebra[/math]ខាងក្រោម
ចូរប្រើកម្មវិធីGeogebra ដើម្បីដោះស្រាយវិសមីការ
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[/img][img]data:image/png;base64,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[/img]
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Information: ការប្រើGeogebra ដើម្បីដោះស្រាយវិសមីការ