Tofind:the equation of conic using its given description and graph the equation.
Answer to Problem 34RE
The elliptical equation is
Explanation of Solution
Given:
center at
Concept used:
The point
The coordinates of the vertices are
The coordinates of the co-vertices are
The coordinates of the foci are
The length of major and minor axis’s:
Where
Calculation:
According to the given:
center at
It resembles ellipse in the form:
here,
vertex=
focus=
The equation of the ellipse is:
The equation can be in shown in graph as:
The graph of elliptical equation
From the graph:
At
Hence, the equation is ellipse.
Chapter 10 Solutions
Precalculus
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