| Plural | hyperbolas |
hyperbola equation
hyperbel ligning
hyperbola graph
hyperbel graf
hyperbola focus
hyperbel fokus
hyperbola asymptote
hyperbel asymptot
hyperbola vertex
hyperbel toppunkt
hyperbola center
hyperbel centrum
hyperbola properties
hyperbel egenskaber
hyperbola definition
hyperbel definition
hyperbola standard
hyperbel standard
hyperbola intersections
hyperbel skæringer
the graph of a hyperbola can be quite complex.
grafen for en hyperbel kan være ret kompleks.
in mathematics, a hyperbola is a type of conic section.
I matematik er en hyperbel en type keglesnit.
hyperbola equations can be used to model certain physical phenomena.
Hyperbel-ligninger kan bruges til at modellere visse fysiske fænomener.
the two branches of a hyperbola are mirror images of each other.
Hyperbelens to grene er spejlbilleder af hinanden.
understanding hyperbola properties is essential for advanced geometry.
At forstå hyperbelens egenskaber er essentielt for avanceret geometri.
a hyperbola can be defined as the set of points where the difference of distances is constant.
En hyperbel kan defineres som mængden af punkter, hvor differencen af afstande er konstant.
hyperbolas can be found in various fields, including physics and engineering.
Hyperbler kan findes i forskellige områder, herunder fysik og ingeniørvidenskab.
to sketch a hyperbola, you need to identify its asymptotes.
For at tegne en hyperbel skal du identificere dens asymptoter.
the focal points of a hyperbola are critical in its construction.
Hyperbelens brændpunkter er afgørende for dens konstruktion.
students often struggle with hyperbola equations in algebra classes.
Studerende kæmper ofte med hyperbel-ligninger i algebra-timer.
hyperbola equation
hyperbel ligning
hyperbola graph
hyperbel graf
hyperbola focus
hyperbel fokus
hyperbola asymptote
hyperbel asymptot
hyperbola vertex
hyperbel toppunkt
hyperbola center
hyperbel centrum
hyperbola properties
hyperbel egenskaber
hyperbola definition
hyperbel definition
hyperbola standard
hyperbel standard
hyperbola intersections
hyperbel skæringer
the graph of a hyperbola can be quite complex.
grafen for en hyperbel kan være ret kompleks.
in mathematics, a hyperbola is a type of conic section.
I matematik er en hyperbel en type keglesnit.
hyperbola equations can be used to model certain physical phenomena.
Hyperbel-ligninger kan bruges til at modellere visse fysiske fænomener.
the two branches of a hyperbola are mirror images of each other.
Hyperbelens to grene er spejlbilleder af hinanden.
understanding hyperbola properties is essential for advanced geometry.
At forstå hyperbelens egenskaber er essentielt for avanceret geometri.
a hyperbola can be defined as the set of points where the difference of distances is constant.
En hyperbel kan defineres som mængden af punkter, hvor differencen af afstande er konstant.
hyperbolas can be found in various fields, including physics and engineering.
Hyperbler kan findes i forskellige områder, herunder fysik og ingeniørvidenskab.
to sketch a hyperbola, you need to identify its asymptotes.
For at tegne en hyperbel skal du identificere dens asymptoter.
the focal points of a hyperbola are critical in its construction.
Hyperbelens brændpunkter er afgørende for dens konstruktion.
students often struggle with hyperbola equations in algebra classes.
Studerende kæmper ofte med hyperbel-ligninger i algebra-timer.
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