Home
Class 11
MATHS
If the points (x,-2), (5,2), (8,8) are c...

If the points (x,-2), (5,2), (8,8) are collinear, then x is equal to

Promotional Banner

Similar Questions

Explore conceptually related problems

The value of a for which the points (9, 5), (1, 2), (a, 8) are collinear is equal to

If the points (3,-2) , (x,2) and (8,8) are collinear then the value fo x is :

If the points (x ,\ -2),\ (5,\ 2) and (8,\ 8) are collinear, find x using determinants.

If the points (x ,\ -2),\ (5,\ 2) and (8,\ 8) are collinear, find x using determinants.

If the points A(-2,-5), B(2,-2) and C(8,a) are collinear , then a =

The points (-2,-5), (2,-2), (8,a) are collinear, then find the value of a

If the point (3,-2),(x,2),(8,8) are collinear, find 'x' using determinants.

If the points (3, -2), (x ,\ 2) and (8 ,8) are collinear, find x using determinant.

If the points (3, -2), (x ,\ 2) and (8 ,8) are collinear, find x using determinant.