# conic

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## con·ic

, conical (kon'ik, kon'i-kăl),
Resembling a cone.

## conic, conical

See cone.
References in periodicals archive ?
An interesting problem started Omar Khayyam on employing conic sections in solving cubic and quartic equations.
One may also use this article as a different technique for reduction of conic sections to the standard forms.
The topics include equations and inequalities in one and two variables, exponents and polynomials, rational expressions and rational functions, quadratic functions, and conic sections.
They start with real numbers and their basic properties, then turn to equations and inequalities, graphing and solving systems of equations and inequalities, polynomials, factoring polynomials, proportions and rational expressions, writing equations of lines along with functions and variations, radicals and rational exponents, quadratic functions, inequalities, algebra of functions, exponential and logarithmic functions, conic sections and a set of miscellaneous topics such as geometric sequences.
Coverage progresses from inequalities and graphs, through various types of functions, conic sections, polar coordinates, systems of equations and inequalities, and sequences and series.
The topics include Brownian motion and harmonic measure in conic sections, the sharpness of certain approach regions, integral representation for space-time excessive functions, hyperbolic Riemann surfaces without unbounded positive harmonic functions, and a vanishing theorem on the point- wise defect of a rational iteration sequence for moving targets.
The topics include a review of some basic concepts of algebra, coordinate geometry and graphing techniques, polynomial and rational functions, systems of equations, conic sections, and sequences and mathematical induction.
In preparation for business mathematics or calculus, this textbook introduces the graphing of equations, functions, polynomial equations, systems of linear equations, conic sections, the binomial theorem, probability, and finance applications.
The topics include functions, trigonomic functions, polar coordinates and parametric equations, conic sections, and sequences and series.

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