If the vertices P,Q,R of a triangle PQR are rational points, which of the following points of thetriangle PQR is/are always rational point(s) ?(A) centroid(B) incentre(C) circumcentre(D) orthocentreAgrawn Korouteden36

If the vertices P,Q,R of a triangle PQR are rational points,which of the following points of the triangle POR is (are) always rational point(s)?

If the vertices P, Q, R of a triangle PQR are rational points, which of the following points of the triangle POR is (are) always rational point(s) ?

If the vertices P, Q, R of a triangle PQR are rational points, which of the following points of the triangle POR is (are) always rational point(s) ? centroid , incentre, circumcentre, orthocentre

If the vertices P, Q, R are rational points which of the following points of the triangle P Q R is (are) always rational point(s)?

If the coordinates of the vertices of a triangle are rational numbers, then which of the following points of the triangle will always have rational coordinates

If the vertices of a triangle PQR are rational points, then which of the following points of this triangle may not be rational - (a)   Centroid     (b)   Incenter (c)    Circumcenter     (d)    Orthocenter

In a triangle PQR mark the points A, B, C in the exterior of triangle PQR

Statement 1: If in a triangle, orthocentre, circumcentre and centroid are rational points, then its vertices must also be rational points. Statement : 2 If the vertices of a triangle are rational points, then the centroid, circumcentre and orthocentre are also rational points.