You can construct an elliptical arc by drawing its "parent" ellipse by rectangle first: you draw an ellipse that is inscribed in an auxiliary rectangle by positioning the four angle points of the circumscribing rectangle. The ellipse is defined by its primary and secondary radii, and the angle between the primary radius and the x-axis.
When the "parent" ellipse is ready, the elliptical arc is defined by the Start and End points of the elliptical arc curve (they could lie anywhere on the circumference of the "parent" ellipse that the arc belongs to). The Start and End points are defined by the angle values formed by the two respective radii (connecting the start and end points with the center) against the Ox coordinate axis.
An ellipse constructed by rectangle has six control points: the four vertices of the rectangle circumscribing the "parent" ellipse, and the starting and end points of the elliptical arc itself. While you are drawing an ellipse by rectangle, the following mouse pointers appear:
About to draw the first vertex of the circumscribing rectangle.
About to draw the second vertex of the circumscribing rectangle.
About to draw the third vertex of the circumscribing rectangle.
About to mark the starting point of the elliptical arc.
About to mark the end point of the elliptical arc.
To draw an elliptical arc by rectangle
To modify an elliptical arc by changing its attributes
To modify an elliptical arc by modifying its circumscribing rectangle
To reposition an elliptical arc by dragging
NOTE: If the control points of the elliptical arc (these are the vertices of the circumscribing rectangle) coincide with the control points of other objects — for example, when the elliptical arc is inscribed into a design box — the elliptical arc is repositioned and the connected objects are modified depending on the direction and distance at which you drag the elliptical arc.