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Sie wählen die Art der Trendlinie: linear, quadratisch, kubisch oder vierten Grades. Die reduzierte Chi-Quadrat-Statistik zeigt Ihnen, wie gut die Anpassung ist. Sie können auch versuchen, die beste Anpassung durch manuelles Einstellen der Fit-Parameter zu finden.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_de.html","id":10073,"isCheerpj":false,"learningGoals":"Erklären Sie, wie die Reichweite und die Unsicherheit und die Anzahl der Datenpunkte Korrelationskoeffizient und Chi-Quadrat beeinflussen<br/>Beschreiben Sie, wie Korrelationskoeffizient und Chi-Quadrat verwendet werden, um anzuzeigen, wie gut eine Kurve die Daten Beziehung beschreibt sein<br/>Bewerben Verständnis der Curve Fitting zur Gestaltung Experimente","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_de.html","simPageUrl":"/de/simulations/curve-fitting","title":"Kurven Anpassung"},"el":{"description":"Με το ποντίκι σας πιάστε σημεία δεδομένων και τη αντίστοιχη ράβδο σφάλματος και παρατηρείστε την καλύτερη πολυωνυμική καμπύλη που ταιριάζει στα δεδομένα να ενημερώνεται στιγμιαία. Επιλέξτε το είδος της προσαρμογής: γραμμική, τετραγωνική, κυβική ή quartic.Η [reduced] στατιστική χ2 σας δείχνει πότε η προσαρμογή είναι καλή. Μπορείτε επίσης να προσπαθήστε να βρείτε την καλύτερη προσαρμογή αλλάζοντας χειροκίνητα τις παραμέτρους.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_el.html","id":10051,"isCheerpj":false,"learningGoals":"Εξηγήστε πως το εύρος και η αβεβαιότητα και το πλήθος των σημείων επηρεάζουν τον συντελεστή συσχέτισης και το χ2. Περιγράψτε πως ο συντελεστής συσχέτισης και το χ2 μπορούν να χρησιμοποιηθούν για να δείξουν πόσο καλά μια καμπύλη περιγράφει τη σχέση των πειραματικών δεδομένων.<br/>Εφαρμόστε τη γνώση της προσαρμογής καμπύλης για τον σχεδιασμό πειραμάτων.","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_el.html","simPageUrl":"/el/simulations/curve-fitting","title":"Προσαρμογή καμπύλης"},"en":{"description":"Drag data points and their error bars and watch the best-fit polynomial curve update instantly. You choose the type of fit: linear, quadratic, or cubic. The reduced chi-square statistic shows you when the fit is good. Or you can try to find the best fit by manually adjusting fit parameters.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_en.html","id":10026,"isCheerpj":false,"learningGoals":"Explain how the range and uncertainty and number of data points affect correlation coefficient and chi squared<br/>Describe how correlation coefficient and chi squared can be used to indicate how well a curve describes the data relationship<br/>Apply understanding of Curve Fitting to designing experiments","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_en.html","simPageUrl":"/en/simulations/curve-fitting","teachersGuide":"/teachers-guide/curve-fitting-html-guide_en.pdf","title":"Curve Fitting"},"es":{"description":"Con el ratón, arrastra los puntos de datos y sus barras de error, y mira el mejor ajuste de la curva polinomial que instantáneamente se actualiza. Puedes escoger el tipo de ajuste: lineal, cuadrático, o cúbico. La estadística reducida de chi-cuadrado te muestra cuando el ajuste es bueno. O puedes tratar de encontrar el mejor arreglo manualmente ajustando los parámetros.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_es.html","id":10031,"isCheerpj":false,"learningGoals":"Explica cómo el alcance y la incertidumbre y el número de puntos de datos afectan el coeficiente de correlación y el chi cuadrado.<br/>Describe cómo el coeficiente de correlación y el chi cuadrado pueden ser usados para indicar qué tan bien una curva describe la relación de datos.<br/>Aplica lo entendido en el ajuste de curvas para el diseño de experimentos.","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_es.html","simPageUrl":"/es/simulations/curve-fitting","teachersGuide":"/teachers-guide/curve-fitting-html-guide_es.pdf","title":"Ajustando la Curva"},"es_MX":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_es_MX.html","id":10032,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_es_MX.html","simPageUrl":"/es_MX/simulations/curve-fitting","teachersGuide":"/teachers-guide/curve-fitting-html-guide_es_MX.pdf","title":"Ajustando la Curva"},"es_PE":{"description":"Arrastre los puntos de datos y sus barras de error y observe cómo se actualiza instantáneamente la curva polinómica que mejor se ajusta. Usted elige el tipo de ajuste: lineal, cuadrático o cúbico. La estadística reducida de chi-cuadrado le muestra cuándo el ajuste es bueno. O puede intentar encontrar el mejor ajuste ajustando manualmente los parámetros de ajuste.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_es_PE.html","id":10048,"isCheerpj":false,"learningGoals":"Explicar cómo el alcance y la incertidumbre y el número de puntos de datos afectan el coeficiente de correlación y el chi cuadrado.<br/>Describir cómo el coeficiente de correlación y el chi cuadrado pueden ser usados para indicar qué tan bien una curva describe la relación de datos.<br/>Aplicar lo entendido en el ajuste de curvas para el diseño de experimentos.","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_es_PE.html","simPageUrl":"/es_PE/simulations/curve-fitting","title":"Ajustando la Curva"},"eu":{"description":"Arrastatu datu-puntuak eta haien errore-barrak eta ikusi ondoen egokitzen den kurba polinomikoa eguneratzea berehala. Egokitzapen mota aukeratzen duzu: lineala, koadratikoa edo kubikoa. Chi-karratu murriztuaren estatistikak egokitzapena ona denean erakusten du. Edo saia zaitezke doikuntzarik onena aurkitzen eskuz doikuntza-parametroak doituz.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_eu.html","id":10218,"isCheerpj":false,"learningGoals":"Azaldu nola eragiten duten sorta eta ziurgabetasuna eta datu-puntu kopuruak korrelazio koefizientea eta chi karratua<br/>Deskribatu nola erabil daitezkeen korrelazio koefizientea eta chi karratua kurba batek datu-erlazioa zein den deskribatzen duen adierazteko<br/>Kurba egokitzeari buruzko ulermena aplikatzea esperimentuak diseinatzera","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_eu.html","simPageUrl":"/eu/simulations/curve-fitting","title":"Kurbak doitzea"},"fa":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_fa.html","id":10357,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_fa.html","simPageUrl":"/fa/simulations/curve-fitting","title":"برازش منحنی"},"fa_DA":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_fa_DA.html","id":15134,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_fa_DA.html","simPageUrl":"/fa_DA/simulations/curve-fitting","title":"تناسب منحنی"},"fi":{"description":"Raahaa havaintopisteitä ja niiden virherajoja hiirellä ja katso, miten parhaan sovituksen polynomikäyrä päivittyy välittömästi. Voit valita sovituksen tyypin: lineaarinen, neliöllinen, kuutiollinen tai neljäs potenssi. Supistettu Khii toiseen tilasto näyttää milloin sovitus on hyvä. Tai voit yrittää etsiä parhaan sovituksen säätämällä sovitusparametreja manuaalisesti.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_fi.html","id":13714,"isCheerpj":false,"learningGoals":"Selitä miten aineiston laajuus ja määrä sekä epävarmuus vaikuttaa korrelaatiokertoimeen ja khii toiseen -arvoon.<br/>Kuvaile miten korrelaatiokerrointa ja khii toiseen -arvoa voidaan käyttää kertomaan, miten hyvin käyrä kuvaa aineistoa.<br/>Sovella käyrän sovittamisesta saatua ymmärrystä kokeiden suunnittelussa.","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_fi.html","simPageUrl":"/fi/simulations/curve-fitting","title":"Käyrän sovitus"},"fr":{"description":"Faites glisser les points de données et leurs barres d'erreur et regardez la mise à jour de la courbe polynomiale la mieux adaptée instantanément. Vous choisissez le type d'ajustement: linéaire, quadratique ou cubique. La statistique chi carré réduite vous montre quand l'ajustement est bon. Ou vous pouvez essayer de trouver le meilleur ajustement en ajustant manuellement les paramètres d'ajustement.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_fr.html","id":10229,"isCheerpj":false,"learningGoals":"Expliquer comment l'intervalle d'incertitude et le nombre de points de donnés affectent le coefficient de corrélation et le khi carré<br/><br/>Décrivez comment le coefficient de corrélation et dl khi carré peuvent être utilisés pour indiquer dans quelle mesure une courbe décrit la relation de données<br/><br/>Appliquer la compréhension de l'ajustement de courbe à la conception d'expériences","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_fr.html","simPageUrl":"/fr/simulations/curve-fitting","title":"Ajustement des Courbes"},"gu":{"description":"ડેટા પોઈન્ટ્સ અને તેમના એરર બારને ખેંચો અને તરત જ બેસ્ટ-ફિટ બહુપદી કર્વ અપડેટ જુઓ. તમે ફિટનો પ્રકાર પસંદ કરો: રેખીય, ક્વાડરેટિક અથવા ક્યુબિક. ઘટાડેલા ચી-સ્ક્વેર આંકડા તમને બતાવે છે કે ક્યારે ફિટ સારી છે. અથવા તમે ફિટ પેરામીટર્સને મેન્યુઅલી એડજસ્ટ કરીને શ્રેષ્ઠ ફિટ શોધવાનો પ્રયાસ કરી શકો છો.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_gu.html","id":12138,"isCheerpj":false,"learningGoals":"અંગ્રેજી: સમજાવો કે કેવી રીતે શ્રેણી અને અનિશ્ચિતતા અને ડેટા બિંદુઓની સંખ્યા સહસંબંધ ગુણાંક અને ચી સ્ક્વેરને અસર કરે છે<br/>વળાંક ડેટા સંબંધને કેટલી સારી રીતે વર્ણવે છે તે દર્શાવવા માટે કેવી રીતે સહસંબંધ ગુણાંક અને ચી વર્ગનો ઉપયોગ કરી શકાય છે તેનું વર્ણન કરો<br/>ની સમજણ લાગુ કરો પ્રયોગો ડિઝાઇન કરવા માટે વળાંક ફિટિંગ","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_gu.html","simPageUrl":"/gu/simulations/curve-fitting","title":"વલય આલેખ"},"ha":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_ha.html","id":13885,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_ha.html","simPageUrl":"/ha/simulations/curve-fitting","title":"Lankwasa dacece"},"hi":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_hi.html","id":14284,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_hi.html","simPageUrl":"/hi/simulations/curve-fitting","title":"वक्र समंजन"},"hr":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_hr.html","id":10103,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_hr.html","simPageUrl":"/hr/simulations/curve-fitting","title":"Prilagodba krivulje"},"ht":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_ht.html","id":11304,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_ht.html","simPageUrl":"/ht/simulations/curve-fitting","title":"Koub Ajisteman"},"hu":{"description":"Az egérrel hibanagyságot is jelző adatpontokat húzhatsz a grafikonra, és már látod is a legjobban illeszkedő polinom görbéjét. Választhatsz első-, másod-, harmad- vagy negyedfokú polinomot. A redukált khí-négyzet megmondja az illesztés jóságát. Ha akarod, manuálisan is illeszthetsz az <i>a</i>, <i>b</i>, <i>c</i>, <i>d</i> paraméterek változtatgatásával.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_hu.html","id":10266,"isCheerpj":false,"learningGoals":"Magyarázza el, milyen hatással van az adatok hibájának és az adatpontok számának a korrelációs együtthatóra és a khí-négyzetre<br/>Vázolja fel, hogyan használható a korrelációs együttható és a khí-négyzet annak megítélésére, hogy egy adott görbe milyen jól írja le az adatok közötti összefüggést<br/>A szimulációt tanulmányozva találjon ki görbeillesztési kísérleteket a diákok számára","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_hu.html","simPageUrl":"/hu/simulations/curve-fitting","title":"Görbeillesztés"},"ig":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_ig.html","id":12502,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_ig.html","simPageUrl":"/ig/simulations/curve-fitting","title":"Ịkpa Nkata Dabara"},"is":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_is.html","id":16134,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_is.html","simPageUrl":"/is/simulations/curve-fitting","title":"Ferilaðlögun"},"it":{"description":"Trascina i punti dati e le relative barre di errore e osserva immediatamente l'aggiornamento alla curva polinomiale più adatta. Scegli il tipo di adattamento: lineare, quadratico o cubico. La statistica chi-quadro ridotta mostra quando l'adattamento è buono. Oppure puoi provare a trovare l'adattamento migliore regolando manualmente i parametri di adattamento.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_it.html","id":10071,"isCheerpj":false,"learningGoals":"Spiegare come il grado di incertezza ed il numero di dati influenzi il coefficiente di correlazine e il chi-quadro.<br/>Descrivere come ilil coefficiente di correlazione ed il chi-quadro possano essere utilizzati per indicare quanto sia ben approssimata la relazione tra i dati.<br/>Utilizzare i concetti di approssimazione ed interpolazione per la progettazione di esperimenti.","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_it.html","simPageUrl":"/it/simulations/curve-fitting","title":"Curve Fitting"},"iw":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_iw.html","id":10765,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_iw.html","simPageUrl":"/iw/simulations/curve-fitting","title":"התאמת עקומה"},"ja":{"description":"データ点とそのエラーバーをマウスでドラッグして、瞬時に多項式回帰曲線が更新されるのを確認しましょう。あてはめの種類として、1次、2次、3次、または4次多項式を選びます。既約カイ二乗統計量によって、あてはめが良いことが分かります。または、あてはめのパラメーターを自分で調整して最良のあてはめを見つけてみることもできます。","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_ja.html","id":10220,"isCheerpj":false,"learningGoals":"範囲と不確定性とデータ点の数が相関係数およびカイ二乗にどのように影響するのかを説明します。<br/><br/>ある曲線がデータの関係をいかに良く表しているかを示すために、どのように相関係数とカイ二乗を利用できるのかを説明します。<br/><br/>曲線あてはめの理解を適用して実験の計画を立てます。","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_ja.html","simPageUrl":"/ja/simulations/curve-fitting","title":"曲線のグラフ"},"kk":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_kk.html","id":10109,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_kk.html","simPageUrl":"/kk/simulations/curve-fitting","title":"Функция кестесінің құрылымы"},"ko":{"description":"마우스로 데이터 점과 오차막대를 드래그하여 최선의 핏팅이 된 다항식의 커브가 즉시 업데이트되는 것을 본다. 선형, 2차, 3차 및 4차 중에서 핏팅 유형을 고른다. 환산 카이제곱 통계가 언제 가장 핏팅이 잘 되는지를 보여준다. 또는 핏팅 파라미터를 조정하여 최선의 핏팅을 수동적으로 찾아낼 수 있다.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_ko.html","id":10082,"isCheerpj":false,"learningGoals":"어떻게 범위, 불확실성, 데이터 점의 수가 상관계수와 카이제곱에 영향을 미치는지를 설명한다.<br/><br/> 어떻게 상관계수와 카이제곱을 커브가 데이터의 관계를 얼마나 잘 설명하는지에 어떻게 이용되는지를 기술한다.<br/><br/> 커브 핏팅의 이해를 실험설계에 응용한다.","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_ko.html","simPageUrl":"/ko/simulations/curve-fitting","title":"곡선 맞춤"},"ku":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_ku.html","id":16036,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_ku.html","simPageUrl":"/ku/simulations/curve-fitting","title":"گونجاندنی چەماوە"},"lg":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_lg.html","id":14016,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_lg.html","simPageUrl":"/lg/simulations/curve-fitting","title":"Caavu fitingi"},"lv":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_lv.html","id":11005,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_lv.html","simPageUrl":"/lv/simulations/curve-fitting","title":"Datu aproksimācija"},"mn":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_mn.html","id":10116,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_mn.html","simPageUrl":"/mn/simulations/curve-fitting","title":"Муруйг тодорхойлох"},"ms":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_ms.html","id":11549,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_ms.html","simPageUrl":"/ms/simulations/curve-fitting","title":"Penyuaian Lengkung"},"mt":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_mt.html","id":14768,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_mt.html","simPageUrl":"/mt/simulations/curve-fitting","title":"'Curve Fitting'"},"nl":{"description":"Met je muis sleep je gegevenspunten en hun foutenstaven en zie hoe de best passende veeltermcurve zich onmiddellijk aanpast. Je kiest het type van aanpassing: lineair, kwadratisch, derdegraads. De gereduceerde chi-kwadraat statistiek toont je of de aanpassing gelukt is. Of je kan trachten de beste aanpassing te vinden door manueel de aanpassingsparameters in te stellen.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_nl.html","id":10054,"isCheerpj":false,"learningGoals":"Leg uit hoe het bereik en de onzekerheid en het aantal gegevenspunten invloed heeft op de correlatiecoëfficiënt en chi-kwadraat.<br/>Beschrijf hoe de correlatiecoëfficiënt en chi-kwadraat kunnen gebruikt worden om aan te duiden hoe goed een kromme de relatie van de gegevens beschrijft.<br/>Pas het verstaan van Aanpassen van Krommen toe op het ontwerpen van experimenten.","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_nl.html","simPageUrl":"/nl/simulations/curve-fitting","title":"Fitting van kromme"},"ny":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_ny.html","id":12753,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_ny.html","simPageUrl":"/ny/simulations/curve-fitting","title":"Kukwaniritsa Chopindika"},"om":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_om.html","id":12225,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_om.html","simPageUrl":"/om/simulations/curve-fitting","title":"Waltaasisa Qonyoo "},"pl":{"description":"Przeciągnij myszką punkty danych i ich słupki błędów i od razu obejrzyj aktualizację krzywej wielomianowej, która jest najlepiej dopasowana. Wybierz typ dopasowania: funkcja liniowa, kwadratowa lub trzeciego stopnia. Zredukowane chi-kwadrat pokazuje, kiedy dopasowanie jest dobre. Możesz też spróbować znaleźć najlepsze dopasowanie, ręcznie dostosowując parametry.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_pl.html","id":10045,"isCheerpj":false,"learningGoals":"Wyjaśnij, w jaki sposób zakres i niepewność oraz liczba punktów danych wpływają na współczynnik korelacji i chi kwadrat<br/>Opisz, w jaki sposób można wykorzystać współczynnik korelacji i chi-kwadrat do wskazania, jak dobrze krzywa opisuje zależność między danymi<br/>Zastosuj zrozumienie dopasowania krzywej do projektowania eksperymentów","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_pl.html","simPageUrl":"/pl/simulations/curve-fitting","title":"Dopasowanie krzywej"},"ps":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_ps.html","id":14954,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_ps.html","simPageUrl":"/ps/simulations/curve-fitting","title":"د منحنی تناسب"},"pt":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_pt.html","id":11700,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_pt.html","simPageUrl":"/pt/simulations/curve-fitting","title":"Ajuste da Curva"},"pt_BR":{"description":"Com o mouse, arrastar pontos de dados e suas barras de erro, e veja instantaneamente a melhor curva polinomial. Você escolhe o tipo de ajuste: cúbica linear, quadrática, ou quártica. A estatística qui-quadrado reduzida mostra quando o ajuste é bom. Ou você pode tentar encontrar o melhor ajuste manualmente ajustando seus parâmetros.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_pt_BR.html","id":10062,"isCheerpj":false,"learningGoals":"Explicar como o alcance e a incerteza e o número de pontos de dados afetam o coeficiente de correlação e o qui quadrado<br/>Descrever como o coeficiente de correlação e qui-quadrado podem ser usados para indicar quão bem uma curva descreve a relação de dados<br/>Aplicar sua compreensão da curva de regressão para planejar experimentos","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_pt_BR.html","simPageUrl":"/pt_BR/simulations/curve-fitting","title":"Ajuste de Curva"},"ro":{"description":"Glisați punctele de date și barele de eroare ale acestora și urmăriți cum se actualizează instantaneu cea mai bună curbă polinomială. Puteți alege tipul de fitare: liniară, pătratică sau cubică. Statistica chi-pătrat redusă vă arată când este o fitare bună. Sau puteți încerca să găsiți cea mai bună fitare prin ajustarea manuală a parametrilor de fitare.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_ro.html","id":11576,"isCheerpj":false,"learningGoals":"Să explice modul în care intervalul și incertitudinea și numărul de puncte de date afectează coeficientul de corelație și chi pătrat<br/>Să descrie modul în care coeficientul de corelație și chi pătrat pot fi utilizate pentru a indica cât de bine descrie o curbă relația dintre date.<br/>Să aplice înțelegerea fitării curbelor la proiectarea experimentelor","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_ro.html","simPageUrl":"/ro/simulations/curve-fitting","title":"Încadrearea curbei"},"ru":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_ru.html","id":10108,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_ru.html","simPageUrl":"/ru/simulations/curve-fitting","title":"Построение графика функции"},"rw":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_rw.html","id":12584,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_rw.html","simPageUrl":"/rw/simulations/curve-fitting","title":"Kujyanisha n'umurongo"},"sk":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_sk.html","id":10814,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_sk.html","simPageUrl":"/sk/simulations/curve-fitting","title":"Aproximácia krivky"},"sl":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_sl.html","id":15338,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_sl.html","simPageUrl":"/sl/simulations/curve-fitting","title":"Prilagajanje krivulj"},"sq":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_sq.html","id":10432,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_sq.html","simPageUrl":"/sq/simulations/curve-fitting","title":"Përafrimi (aproksimimi) i lakores"},"sr":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_sr.html","id":10039,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_sr.html","simPageUrl":"/sr/simulations/curve-fitting","title":"Фитовање података"},"st":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_st.html","id":12716,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_st.html","simPageUrl":"/st/simulations/curve-fitting","title":"Ho tlatsetsa Methinya"},"sv":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_sv.html","id":14308,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_sv.html","simPageUrl":"/sv/simulations/curve-fitting","title":"Kurvanpassning"},"sw":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_sw.html","id":12493,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_sw.html","simPageUrl":"/sw/simulations/curve-fitting","title":"Kuweka Mviringo"},"te":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_te.html","id":12356,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_te.html","simPageUrl":"/te/simulations/curve-fitting","title":"వక్ర సంధానం"},"tk":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_tk.html","id":12830,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_tk.html","simPageUrl":"/tk/simulations/curve-fitting","title":"Çyzyga laýyklama"},"tr":{"description":"Veri noktalarını ve hata çubuklarını sürükleyin ve en uygun polinom eğrisi güncellemesini anında izleyin. Uydurma türünü doğrusal, ikinci dereceden veya kübik olarak siz seçin. İndirgenmiş ki-kare istatistiği, uyumun ne zaman iyi olduğunu size gösterir. Veya uydurma parametrelerini manuel olarak ayarlayarak en iyi uyumu bulmaya çalışabilirsiniz.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_tr.html","id":10748,"isCheerpj":false,"learningGoals":"Veri noktalarının aralığı ve belirsizliği ve sayısının, bağıntı katsayısı ve ki-kareyi nasıl etkileğini açıklar.<br/>Bağıntı katsayısı ve ki-karenin, bir eğimin veri ilişkisini ne derecede iyi gösterdiğini tanımlar.<br/>Eğim Uyumu anlayışını tasarım deneylerine uygular.","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_tr.html","simPageUrl":"/tr/simulations/curve-fitting","title":"Eğri Çizimi"},"tw":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_tw.html","id":12565,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_tw.html","simPageUrl":"/tw/simulations/curve-fitting","title":"sɛ kɔntɔn no ɛfa "},"uz":{"description":"Ma'lumotlar nuqtalari va ularning xato qiymatlarini ham kiriting va eng mos keluvchi polinom egri chizig‘ining darhol yangilanishini tomosha qiling. Siz moslash turini tanlaysiz: chiziqli, kvadratik yoki kubik. Qisqartirilgan xi-kvadrat statistikasi qachon moslangan chiziq mos ekanini ko‘rsatadi. Yoki moslik parametrlarini qo‘lda sozlash orqali eng yaxshi moslikni topishga harakat qilishingiz mumkin.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_uz.html","id":10971,"isCheerpj":false,"learningGoals":"Diapazon va noaniqlik va maʼlumotlar nuqtalari soni bog‘liqlik koeffitsienti va xi-kvadratiga qanday taʼsir qilishini tushuntiring<br/>Egri chiziq maʼlumotlar munosabatlarini qanchalik yaxshi tasvirlashini ko‘rsatish uchun bog‘liqlik koeffitsienti va xi-kvadratidan qanday foydalanish mumkinligini tasvirlab bering<br/>Tajribalarni loyihalashda Chiziqni Moslash tushunchasini qo‘llang","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_uz.html","simPageUrl":"/uz/simulations/curve-fitting","teachersGuide":"/teachers-guide/curve-fitting-html-guide_uz.pdf","title":"Regressiya chizig‘i"},"vi":{"description":"Drag data points and their error bars and watch the best-fit polynomial curve update instantly. You choose the type of fit: linear, quadratic, or cubic. The reduced chi-square statistic shows you when the fit is good. Or you can try to find the best fit by manually adjusting fit parameters.","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_vi.html","id":10043,"isCheerpj":false,"learningGoals":"Explain how the range and uncertainty and number of data points affect correlation coefficient and chi squared<br/>Describe how correlation coefficient and chi squared can be used to indicate how well a curve describes the data relationship<br/>Apply understanding of Curve Fitting to designing experiments","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_vi.html","simPageUrl":"/vi/simulations/curve-fitting","title":"Vẽ đường cong thực nghiệm"},"yo":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_yo.html","id":11401,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_yo.html","simPageUrl":"/yo/simulations/curve-fitting","title":"Awọn asopọ kọ́nà"},"zh_CN":{"description":"用你的鼠标拖动数据点和它们的误差范围，并观看实时拟合的多项式曲线图象。选择你需要拟合的类型，如线性、平方、立方、或四次方。不同的拟合类型会显示出哪种拟合是准确的。你也可以通过尝试手动调整合适的参数来找到最佳的拟合图象。","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_zh_CN.html","id":10072,"isCheerpj":false,"learningGoals":"说明数据点的范围、不确定性和个数是如何影响相关系数和幂指数的。<br/>说明如何利用相关系数和幂指数来解释曲线和数据的关系。<br/>应用曲线拟合的理解去设计实验。","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_zh_CN.html","simPageUrl":"/zh_CN/simulations/curve-fitting","title":"曲线拟合"},"zh_TW":{"description":"拖曳資料點與誤差槓，將看到立即更新的多項式曲線的最佳配適。<br/>您可以選擇配適的類型包括：線性、平方或立方。當配適的結果是良好的，將顯示縮小的卡方 (chi-square) 統計量。或者您也可藉由手動地調整配適參數，試著去找到最佳配適。<br/><br/>翻譯者：<br/>江易原 (2009)<br/>江易原 (2010)<br/><br/>HTML5 版本之翻譯：<br/>翁佳驥 (2016~)","downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_zh_TW.html","id":10058,"isCheerpj":false,"learningGoals":"●解釋資料分佈、不確定性和資料的數量如何影響相關係數和卡方<br/>●說明相關係數和卡方可以用來指出一個曲線可以如何準確的描述數據之間的關係<br/>●以對曲線的理解去設計實驗","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_zh_TW.html","simPageUrl":"/zh_TW/simulations/curve-fitting","title":"Curve Fitting_曲線擬合"},"zu":{"downloadUrl":"/sims/html/curve-fitting/latest/curve-fitting_zu.html","id":14689,"isCheerpj":false,"learningGoals":"","runUrl":"/sims/html/curve-fitting/latest/curve-fitting_zu.html","simPageUrl":"/zu/simulations/curve-fitting","title":"ukulinganisa ijika"}},"lowGradeLevel":2,"lreTerms":[],"name":"curve-fitting","phetStudioPublicationTime":"","phetioVersion":"","prototypeTime":0,"relatedSimulations":[77,151],"scienceLiteracyMapKeys":["SMS-BMK-1240","SMS-BMK-1734","SMS-MAP-1232","SMS-MAP-1240","SMS-BMK-0056","SMS-BMK-0072","SMS-BMK-0608","SMS-BMK-0806","SMS-BMK-0830"],"secondaryAlignmentIds":[],"subjects":[4,15,31],"thanksTo":"","topicIds":[87,89,517],"updateTime":1782285543434}],"type":2,"version":{"dev":20,"major":1,"minor":0,"string":"1.0.20","timestamp":0}}]}}
