Home
Class 12
MATHS
Two straight lines intersect at a point ...

Two straight lines intersect at a point O. Points `A_1, A_2 ..., A_n` are taken on one line and points `B, B_2, ..., B_n`, on the other. If the point O is not to be used, then the number of triangles that can be drawn using these points as vertices, is

Promotional Banner

Similar Questions

Explore conceptually related problems

Two straight lines intersect at a point o.Points A_(1),A_(2)...,A_(n) are taken on one line and points B,B_(2),...,B_(n), on the other.If the point O is not to be used,then the number of triant O is that can be drawn using these points as vertices,is

Two straight lines intersected at a point O.points A_1,A_2….A_n are taken on one lines and points B_1,B_2…B_n on the other if the point O is not to be used the number of triangles that can be drawn using these points as vertices is

Two straight lines intersect at a point O. Points P_1 , P_2 , ...........,P_n on the other . Ithe point O is not to be used, the number of triangles that can be drawn using these points as vertices is :

Two lines intersect at O. points A_(1),A_(2), . . .A_(n) are taken on one of them and B_(1),B_(2), . . .,B_(n) on the other, the number of triangle that can be drawn with the help of these (2n+1) points are:

Two lines intersect at O. points A_(1),A_(2), . . .A_(n) are taken on one of them and B_(1),B_(2), . . .,B_(n) on the other, the number of triangle that can be drawn with the help of these (2n+1) points are: