Long description: fig2_3

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• The image displays a two-dimensional Cartesian coordinate system with an x-axis and a y-axis, which define the plane for the curve.
• A curved path is drawn, suggesting a relationship between x and y coordinates that changes over time, labeled by parameter \(t\).
• Several discrete points are marked along the curve, each associated with a specific value of the parameter \(t\):
• A point labeled \(t=0\) is visible near the origin.
• A point labeled \(t=0.25\) is located further along the curve from \(t=0\).
• A point labeled \(t=0.5\) is situated higher and further to the right than the point for \(t=0.25\).
• A point labeled \(t=0.75\) is positioned even higher and further to the right.
• The final labeled point, \(t=1\), is the highest and rightmost point shown on the curve.
• The curve generally rises and moves towards positive values on both the x and y axes as the parameter \(t\) increases from \(0\) to \(1\).