Hyperbolas example sentences

Related (7): asymptotes, eccentricity, foci, vertices, center, equation, directrix

"Hyperbolas" Example Sentences

1. The hyperbolas are a type of conic section.
2. The hyperbolas are important in mathematics and science.
3. The hyperbolas are used in astronomy to describe the orbits of planets.
4. The hyperbolas have two branches that never touch.
5. The hyperbolas are symmetrical around their center.
6. The hyperbolas can be translated, rotated, and stretched like other conic sections.
7. The hyperbolas are defined by a difference of distances between the two foci.
8. The hyperbolas have two asymptotes that approach but never touch the branches.
9. The hyperbolas can be seen in nature, such as the shape of some flowers.
10. The hyperbolas can also be seen in architecture, such as the shape of some arches.
11. The hyperbolas can be used to solve problems in physics and engineering.
12. The hyperbolas can be used to predict the behavior of waves and particles.
13. The hyperbolas can be used to calculate the position of a moving object.
14. The hyperbolas can also be used in data analysis, such as in statistics.
15. The hyperbolas have been studied by mathematicians for centuries.
16. The hyperbolas were first described by the ancient Greeks.
17. The hyperbolas were later studied by Kepler and other astronomers.
18. The hyperbolas have been used to prove important mathematical theorems.
19. The hyperbolas can be divided into two types: equilateral and rectangular.
20. The hyperbolas are similar to ellipses but have a different shape.
21. The hyperbolas can be found in calculus and other higher-level mathematics courses.
22. The hyperbolas can be graphed using a Cartesian coordinate system.
23. The hyperbolas have applications in computer graphics and animation.
24. The hyperbolas can be used to model the behavior of financial markets.
25. The hyperbolas are relevant to calculus, physics, engineering, and many other fields of study.
26. The hyperbolas are just one example of the many interesting shapes found in mathematics.
27. The hyperbolas can be found in many real-world phenomena, such as sound waves and electrical fields.
28. The hyperbolas have been used to investigate the behavior of black holes and other cosmic phenomena.
29. The hyperbolas are fascinating to study due to their unique properties and applications.
30. The hyperbolas are a beautiful and intricate part of the world of mathematics and science.

Common Phases

1. The hyperbolas intersect at two points;
2. The two branches of the hyperbola are symmetrical;
3. The vertices of the hyperbola lie on the transverse axis;
4. The eccentricity of a hyperbola is always greater than 1;
5. The asymptotes of a hyperbola intersect at the center;
6. The distance between the foci of a hyperbola is constant;
7. The hyperbola can be rotated by changing the equation of its asymptotes;
8. The standard form of a hyperbola is (x−h)^2/a^2 − (y−k)^2/b^2 = 1;
9. The hyperbola can also be defined as the set of points where the difference of distances to the foci is constant.

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