Šajā vienādojumā trajektorijas loka

Šajā vienādojumā trajektorijas loka rādiusa R vietā, piemērotāks izmantošanai būtu leņķis α starp līnijām MB un NB. Perpendikuls BO no NB šķērso perpendikulu AO punktā O, kas ir trajektorijas loka s centrs punktam A. Koordinātes šim punktam A jau iepriekš tika noteiktas ar x un y. Punktam B koordinātas tad apzīmē ar x1 un y1, un attālumu AB ar a. Tad

Results (English) 1:

In this equation, the radius of the ARC path in place, appropriate use of R to be the angle α between the lines MB and NB. The perpendicular crossing the the perpendicular from the NB BO AO point O, which is the trajectory arc's center point a. coordinates this point (A) has previously been determined by the x and y coordinates of the point B is denoted by x 1 and y1, and the distance the TWO with a. Then

Results (English) 2:

This equation trajectory arc radius R instead of a more appropriate use would be the angle α between the lines MB and NB. Perpendicular BO of NB crosses perpendicular AO point O, which is the path of the arc's center point A. Coordinates A this point has already been determined by x and y. B denoted by the coordinates x1 and y1, and the distance AB with a. Then