[b]ឧទាហរណ៍ [/b] រកអនុគមន៍ច្រាស និង សង់ក្រាប [math]y=7-x^3[/math][br]របៀបប្រើ [math]Geogebra[/math] ដើម្បីរកតម្លៃនិងសង់ក្រាបនៃអនុគមន៍ច្រាស[br][list][*]ជំហានទី១ បើកកម្មវិធី រួចបើកមុខងារGraphing និងបញ្ជូលអនុគមន៍ដើម[/*][*]ជំហានទី២ ប្រើកូដ Invert (f) រួច Enter[/*][/list]
ដូចនេះ អនុគមន៍ច្រាសនៃ [math]f\left(x\right)[/math] គឺ [math]f^{-1}\left(x\right)=\sqrt[3]{7-x}[/math]
[color=#0000ff][b]ចំណាំ[/b][/color] ៖ អនុគមន៍មួយ មានអនុគមន៍ច្រាសលុះត្រាតែវាជាប្រភេទអនុគមន៍មួយទល់មួយ[br][img]data:image/png;base64,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[/img][br]* [color=#980000]ការប្រើបន្ទាត់ដេក[br][/color][list][*]វាត្រូវបានប្រើដើម្បីកំណត់ប្រភេទនៃអនុគមន៍[/*][*]គូសបន្ទាត់ដេកហើយចល័តពាសពេញក្រាប ប្រសិនបើវាកាត់ខ្សែកោងមួយចំណុចគ្រប់ទីតាំង នោះជាប្រភេទអនុគមន៍មួយទល់មួយ [math]one-one[/math] បើកាត់ខ្សែងកោងច្រើនជាងមួយចំណុចនោះវាជាអនុគមន៍ [math]many-one[/math][/*][/list]
សង្កេត អនុគមន៍[math]y=x^3[/math] ជាអនុគមន៍មួយទល់មួយ
សូមប្រើកម្មវិធី[math]Geogebra[/math] ខាងក្រោមដើម្បីរកអនុគមន៍ច្រាស
រកអនុគមន៍ច្រាសនៃអនុគមន៍ខាងក្រោម[br][img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img]