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Plane Curves and Parametric Equations. cont’d. Figure 10.25. Slope and Tangent Lines. Higher Order Derivatives. Example 3 – A Curve with Two Tangent Lines at a Point. The prolate cycloid given by crosses itself at the point (0, 2), as shown in Figure 10.32. .
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cont’d Figure 10.25
Example 3 – A Curve with Two Tangent Lines at a Point The prolate cycloid given by crosses itself at the point (0, 2), as shown in Figure 10.32. This prolate cycloid has two tangent lines at the point (0, 2). Figure 10.32
