Questions
202520-MAC-1140-20211 Collaborate & Experience: Modeling with an Ellipse Activity
Multiple fill-in-the-blank
The length of the major axis is [Fill in the blank], feet. This means that "a" equals [Fill in the blank], in the equation. The length of the minor axis is [Fill in the blank], feet. This means that "b" equals [Fill in the blank], in the equation.
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Step-by-Step Analysis
The problem has four fill-in-the-blank numbers and correspondingly maps to the standard ellipse relationships: major axis length, a, minor axis length, and b.
- For the major axis length: The major axis of an ellipse is the distance across the ellipse through its center along the longer diame......Login to view full explanationLog in for full answers
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Define the variables in your problem. The elliptical track is centered on the origin. If (x,y) is a point on the ellipse, x describes the distance horizontally from the origin in feet to the point on the ellipse and y describes the distance vertically from the x-axis to the point on the ellipse in feet .
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