Eliminating the Parameter
Description
Given two equations, one for x and one for y, both in terms of a third parameter variable t, eliminating the parameter is as simple as solving one of the equations for t and making a substitution into the other equation. This will leave you with one equation instead of two, which will be in terms of x and y only, the parameter variable having been eliminated.
Runtime
7 min 7 sec
Series
Subjects
Genre
Database
Films on Demand
Direct Link
Similar Films
Calculus 2 advanced tutor. Sequences
Calculus tutor. Integration by substitution
Calculus tutor. Introduction to integrals
Tabular Integration. Calculus-Integrals: Integration by Parts
Rectilinear Motion. Calculus-Applications of Integrals: Physics
Part 2 of the FTC
Continuity. Calculus-Limits & Continuity: Continuity
Vertex, Axis, focus, Directrix of a Parabola. Calculus-Polar & Parametric: Analytic Geometry
Hydrostatic Pressure. Calculus-Applications of Integrals: Physics
Calculus 2 advanced tutor. Integral test of series convergence
Implicit Differentiation. Calculus-Derivatives: Implicit Differentiation
Calculus 2 advanced tutor. Ratio and root test of series convergence
Implicit Differentiation, Equation of the Tangent Line. Calculus-Derivatives: Implicit Differentiation. Example 2
Vertical Motion. Calculus-Applications of Integrals: Physics