approach an asymptote
nærme sig en asymptote
asymptote to infinity
asymptote mod uendelig
horizontal asymptote
vandret asymptote
vertical asymptote
lodret asymptote
oblique asymptote
skrå asymptote
asymptote in mathematics
asymptote i matematik
find the asymptote
find asymptoten
the curve approaches the asymptote but never touches it.
kurven nærmer sig asymptoten, men rører aldrig ved den.
in mathematics, an asymptote is a line that a curve approaches.
Inden for matematik er en asymptote en linje, som en kurve nærmer sig.
as the function increases, it gets closer to the asymptote.
Når funktionen stiger, kommer den tættere på asymptoten.
the concept of an asymptote is important in calculus.
Konceptet med en asymptote er vigtigt i calculus.
graphing the function helps visualize the asymptote.
At tegne funktionen hjælper med at visualisere asymptoten.
asymptotes can be vertical, horizontal, or oblique.
Asymptoter kan være lodrette, vandrette eller skrå.
the asymptote indicates the behavior of the function at infinity.
Asymptoten indikerer funktionens opførsel ved uendelig.
students often struggle to understand the concept of an asymptote.
Studerende kæmper ofte med at forstå konceptet med en asymptote.
the asymptote provides insight into the limits of the function.
Asymptoten giver indsigt i funktionens grænser.
identifying the asymptote is crucial for graphing rational functions.
At identificere asymptoten er afgørende for at tegne rationale funktioner.
approach an asymptote
nærme sig en asymptote
asymptote to infinity
asymptote mod uendelig
horizontal asymptote
vandret asymptote
vertical asymptote
lodret asymptote
oblique asymptote
skrå asymptote
asymptote in mathematics
asymptote i matematik
find the asymptote
find asymptoten
the curve approaches the asymptote but never touches it.
kurven nærmer sig asymptoten, men rører aldrig ved den.
in mathematics, an asymptote is a line that a curve approaches.
Inden for matematik er en asymptote en linje, som en kurve nærmer sig.
as the function increases, it gets closer to the asymptote.
Når funktionen stiger, kommer den tættere på asymptoten.
the concept of an asymptote is important in calculus.
Konceptet med en asymptote er vigtigt i calculus.
graphing the function helps visualize the asymptote.
At tegne funktionen hjælper med at visualisere asymptoten.
asymptotes can be vertical, horizontal, or oblique.
Asymptoter kan være lodrette, vandrette eller skrå.
the asymptote indicates the behavior of the function at infinity.
Asymptoten indikerer funktionens opførsel ved uendelig.
students often struggle to understand the concept of an asymptote.
Studerende kæmper ofte med at forstå konceptet med en asymptote.
the asymptote provides insight into the limits of the function.
Asymptoten giver indsigt i funktionens grænser.
identifying the asymptote is crucial for graphing rational functions.
At identificere asymptoten er afgørende for at tegne rationale funktioner.
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