Triangle PQR is inscribed in a circle with PR as a diameter. The perpendicular from P to the tangent at Q meets the tangent at S. Prove that PQ bisects angle SPR.
Two tangents at A and B cut a third tangent at X and Y. If O is the centre of the circle and angle XOY is equal to 90°, show that the tangents at A and B are parallel.
P is a point inthe interiour of a rectangle ABCD.if P is joined to each of the vertices of the rectangle and the lengths of PA ,PB and PC are 3cm,4cm and 5cm respectively prove that PA2+PC2=PB2+PD2 and find the length of CE
i have many objects with known centre of mass coordinates distributed on a plane.
the objects have 2 main shapes (cudic and cylindrical).
i previously calculated the distance between there centres of mass to detect if they intersect 2 by 2.
now all what i need is to know which object is visible to the others so i can calculate the view factor
related to each object with respect to only the visible onces.