Any equation to find points near to both start and end points of lines with different slopes. See image. Need P and Q. If Endpoints are named A and B, AP and BQ should be 1 cm
2026-03-30 15:04:03.1774883043
Find points near end point of a line
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I'd say if it will be a straight line passing through the endpoints of the equation y = kx + q, will be a straight line perpendicular to the slope $\tan \alpha = -\frac{1}{k}$.
Then $\triangle x_{_P} = \triangle x_{_Q} = \pm 1\cdot \cos \alpha,\,\,\, \triangle y_{_P} = \triangle y_{_Q} = \pm 1\cdot \sin \alpha $,
and $x_{_P}=x_1+\triangle x_{_P}$ and $y_{_P}=y_1+\triangle y_{_P}$, (so two solutions for point P) and similarly for the point Q.