Analytical Geometry
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The equation of the circle is given as:
x^2+y^2=25
A parallelogram is constructed as follows:
Vertex O is at the origin, vertex A is on the circle, vertex C is on the y-axis and the diagonal AC is parallel to the x-axis.
See attached figure
Question:
1. Find the locus of vertex B.
2. Describe the geometrical shape that is described by the equation you found in part 1, and find its intersection points with the axis.
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Solution Summary
The solution shows how to extract geometrical information using analytical equations, mainly showing how o identify a shape from its equation.
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The equation of the circle is given as:
A parallelogram is constructed as follows:
Vertex O is at the origin, vertex A is on the circle, vertex C is on the y-axis and the diagonal AC is parallel to the ...
Purchase this Solution
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