COPPIA CONICA 90° PARAMETRICA

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A parametric conical shape with an angle of 90 degrees Writing in parametric form, we can represent a right circular cone with an angle of 90 degrees by the following equations: x = r * cos(u), y = r * sin(u), z = (h - s) / tan(alpha), where r is the radius at the apex, h is the height, s is the distance from the apex to the point on the cone, and alpha is half of the cone's vertex angle. This conic shape exhibits a unique geometry that can be utilized in various applications.