0
What else can I help you with?
The standard conic section are described today by Linear equation Bi-quadratic equations Quadratic equations Cubic equations?
The standard of conic section by linear is the second order polynomial equation. This is taught in math.
Application of gronwall's lemma in differential equations?
Used to prove uniqueness of solutions in ODE problems
What is conic projection used for?
Radio Mapping.
Application of Z transform in electrical?
Z tranform can be used to solve the differential equations occurring in electrical problems.
How was Einstein related to pi?
Einstein may have used pi (Ï€)in his equations but he had no involvement in the creation or application of pi.
Which term best describes the point line or curved defined by the intersection of a cone and a plane?
Those are known as conic section, and they are described by equations of degree 2.
Which term best describes the point line or curve defined by the intersection of a cone or plane?
Those are known as conic section, and they are described by equations of degree 2.
How partial differential equations are used in medicine?
Partial differential equations can be used to model physical systems over time and so can for example describe how you walk. In such an application a faulty stride can be found by comparing a patient's walk with a 'normal' walk.
What is a conic map used for?
A conic map is a type of map projection that is commonly used to represent regions with east-west orientations, such as mid-latitude countries. It provides a more accurate representation of these areas by minimizing distortion in shape and size compared to other types of map projections. Conic maps are often used for mapping large areas like continents or countries.
What is another name for the mathematics term parabola?
Another name for a parabola is a "quadratic curve." This term emphasizes its connection to quadratic functions, as parabolas are the graphical representation of equations of the form (y = ax^2 + bx + c). In some contexts, parabolas can also be referred to as "conic sections" when discussing their properties in relation to conic geometry.
What are the conic sections in mathematics?
The four conic sections that I know of in mathematics are two dimensional shapes that can be made by getting the cross section of two cones that are inverted and share the same tip at a certain angle. For example, you can cut the cones horizontally to get a circle, cut it at a slight angle to get an ellipse, cut it at the same angle as the slant of the cone to get a parabola, or cut it vertically to get a hyperbola. There are also equations for the conic sections, which can all be found on Wikipedia, along with this information.
The point line and pair of intersecting lines are special types of conic sections.?
A point, a line, and a pair of intersecting lines are considered degenerate forms of conic sections. A point represents a degenerate case of a circle or ellipse, while a line can be seen as a degenerate hyperbola. The pair of intersecting lines corresponds to a degenerate case of a hyperbola that intersects itself. These forms arise when the conic section's defining equations lead to solutions that collapse into simpler geometric shapes.
