Drawing a tangent and normal to an epicycloid curve is crucial in technical drawing and engineering design, especially when analyzing the motion of rolling circles. The tangent represents the direction of the curve at a specific point, while the normal is perpendicular to the tangent.
This guide will show you how to draw the tangent and normal lines to an epicycloid curve step-by-step, ensuring precision in your technical drawings.
By following these steps, you’ve successfully drawn a tangent and normal to an epicycloid curve. Mastering this technique is essential for analyzing the behavior of rolling curves and enhancing your understanding of geometric construction in engineering applications.
