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Lineaire verbanden

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Invuloefening over lineaire tabellen, grafieken en formules.

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About Fill in the Blanks
hellingsgetal
 Recommended age: 13 years old
6 times made

Created by

Emma Clement
Emma Clement
Netherlands

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Lineaire verbandenOnline version

Invuloefening over lineaire tabellen, grafieken en formules.

by Emma Clement
1

hellingsgetal onderste richtingscoëfficiënt y 1x y b hellingsgetal bovenste y lijn ax rechte startgetal steiler

De formule heeft altijd de vorm = + .
Hierin is a het en b het .
Het hellingsgetal wordt ook wel de genoemd .
Het hellingsgetal is de helling per .
Het startgetal is de - coördinaat van het snijpunt van de grafiek met de - as .

In de tabel is het hellingsgetal af te lezen door het verschil in de rij van de tabel uit te rekenen en te delen door het verschil in de rij .

Een grafiek van een lineair verband is altijd een .
Des te groter het hellingsgetal is , des te de grafiek loopt .
Bij een negatief heb je een dalende grafiek .

 
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