--- title: Polynoomdeling 1 description: Leer polynomen stap voor stap delen met de methode van staartdeling. url: https://astra-ai.co/nl/videos/algebra/veeltermen/polynoomdeling-1/ locale: nl type: video-lesson published: 2026-10-01T19:44:35.784Z updated: 2026-10-01T19:44:35.784Z alternates: bg: https://astra-ai.co/bg/videos/algebra/polinomi/delenie-na-polinomi-1/ br: https://astra-ai.co/br/videos/algebra/capitulo-matematica-029/video-matematica-048/ cs: https://astra-ai.co/cs/videos/algebra/polynomy/deleni-polynomu-1/ da: https://astra-ai.co/da/videos/algebra/polynomier/polynomdivision-1/ de: https://astra-ai.co/de/videos/algebra/polynome/division-von-polynomen-1/ el: https://astra-ai.co/el/videos/algebra/polyonima-kefalaio/polynomial-division-1/ en: https://astra-ai.co/videos/algebra/polynomials/polynomial-division-1/ en-IN: https://astra-ai.co/en-IN/videos/algebra/chapter-f2b435c7/polynomial-division-1/ en-PH: https://astra-ai.co/en-PH/videos/algebra/chapter-f2b435c7/lesson-dd65f79d/ es: https://astra-ai.co/es/videos/algebra/polinomios/division-de-polinomios-1/ es-AR: https://astra-ai.co/es-AR/videos/algebra/capitulo-23/leccion-48/ es-CL: https://astra-ai.co/es-CL/videos/algebra/capitulo-23/leccion-de-matematicas-48/ es-PE: https://astra-ai.co/es-PE/videos/algebra/capitulo-video-f2b435c7/leccion-de-video-dd65f79d/ et: https://astra-ai.co/et/videos/algebra/polunoomid-algebra/polunoomi-jagamine-1/ fi: https://astra-ai.co/fi/videos/algebra/polynomit/polynomin-jakaminen-1/ fr: https://astra-ai.co/fr/videos/algebre/polynomes/division-de-polynomes-1/ hr: https://astra-ai.co/hr/videos/algebra/polinomi-algebra/dijeljenje-polinoma-1/ hu: https://astra-ai.co/hu/videos/algebra/polinomok/polinomok-osztasa-1/ id: https://astra-ai.co/id/videos/aljabar/polinom/pembagian-polinom-1/ it: https://astra-ai.co/it/videos/algebra/polinomi/divisione-di-polinomi-1/ ja: https://astra-ai.co/ja/videos/algebra-ja/ja-chapter-23/048/ km: https://astra-ai.co/km/videos/algebra/chapter-f2b435c7/lesson-dd65f79d/ ko: https://astra-ai.co/ko/videos/algebra-ko/23/048/ lo: https://astra-ai.co/lo/videos/lo-7613ed91/lo-f2b435c7/lesson-dd65f79d/ lt: https://astra-ai.co/lt/videos/algebra/algebros-polinomai/pamoka-dd65f79d/ lv: https://astra-ai.co/lv/videos/algebra/algebras-polinomi/stunda-dd65f79d/ ms: https://astra-ai.co/ms/videos/algebra/bab-29-matematik-asas/pelajaran-048/ ms-BN: https://astra-ai.co/ms-BN/videos/algebra/bab-f2b435c7/pelajaran-dd65f79d/ mx: https://astra-ai.co/mx/videos/algebra/capitulo-23/leccion-48/ my: https://astra-ai.co/my/videos/my-7613ed91/my-f2b435c7/lesson-dd65f79d/ nl: https://astra-ai.co/nl/videos/algebra/veeltermen/polynoomdeling-1/ no: https://astra-ai.co/no/videos/algebra/polynomer/polynomdivisjon-1/ pl: https://astra-ai.co/pl/videos/algebra/wielomiany/dzielenie-wielomianow-1/ pt: https://astra-ai.co/pt/videos/algebra/polinomios/divisao-de-polinomios-1/ pt-TL: https://astra-ai.co/pt-TL/videos/algebra/capitulo-de-video-023/licao-de-video-048/ ro: https://astra-ai.co/ro/videos/algebra/polinoame/lectie-video-dd65f79d/ sk: https://astra-ai.co/sk/videos/algebra/kapitola-023/lekcia-048/ sl: https://astra-ai.co/sl/videos/algebra/polinomi-algebra/deljenje-polinomov-1/ sr: https://astra-ai.co/sr/videos/algebra/poglavlje-023/lekcija-048/ sv: https://astra-ai.co/sv/videos/algebra/polynom/polynomdivision-1/ th: https://astra-ai.co/th/videos/algebra/bot-29-phahunam/botrian-048/ tr: https://astra-ai.co/tr/videos/cebir/bolum-023/ders-048/ uk: https://astra-ai.co/uk/videos/uk-topic-03/uk-chapter-29/uk-lesson-dd65f79d/ vi: https://astra-ai.co/vi/videos/vi-topic-03/vi-chapter-29/phep-chia-a-thuc-1/ zh-HK: https://astra-ai.co/zh-HK/videos/shuxue-kecheng-003/shuxue-zhang-029/shuxue-kecheng-048/ zh-TW: https://astra-ai.co/zh-TW/videos/algebra/chapter-f2b435c7/lesson-dd65f79d/ --- # Polynoomdeling 1 > Leer polynomen delen met de staartdeling. ## POLYNOOMDELING Polynoomdeling lijkt op gewone staartdeling, maar gebruikt termen met variabelen. Deel de hoogste term van het deeltal door de hoogste term van de deler. Vermenigvuldig terug, trek af en herhaal totdat de graad van de rest kleiner is dan die van de deler. ## CONCLUSIE Polynoomdeling is nuttig bij factorisatie, nulpunten en rationale functies.