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Algebra II EllipsesSection 94 NotesName___Objectives: 1. Write ___ of ellipses. 2. ___ ellipses. Equations of Ellipses An ___ is the set of all points in a ___ such that the sum of the distance from
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How to fill out equations of ellipsescollege algebra

01
Identify the center of the ellipse, which is represented as (h, k).
02
Determine the length of the major axis, which is represented as 2a.
03
Determine the length of the minor axis, which is represented as 2b.
04
Use the general equation of the ellipse: (x-h)^2/a^2 + (y-k)^2/b^2 = 1.
05
Fill in the values of h, k, a, and b into the equation to get the specific equation of the ellipse.

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The equations of ellipses in college algebra involve mathematical expressions that represent the shape and size of an ellipse.
Students studying college algebra are typically required to solve equations of ellipses as part of their coursework.
To solve equations of ellipses in college algebra, one must understand the properties and formulas related to ellipses and apply them correctly.
The purpose of solving equations of ellipses in college algebra is to practice algebraic manipulation and improve problem-solving skills.
When solving equations of ellipses in college algebra, students must report the coordinates of the center, lengths of the major and minor axes, and possibly the foci of the ellipse.
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