Sponsor Area
Sequences And Series
Question
Find the coordinates of the point which divides the line segment formed by joining the points (- 2, 3, 5) and (1, -4, 6) in the ratio 2 : 3 internally.
Solution
Point P is
Some More Questions From Sequences and Series Chapter
Find the octant in which the following points lie:
A (-3,1, 2), B (-3, 1, -2), C (-3, -1,-2), D (3, -1, -2) and E (3,1, 2).
A (-3,1, 2), B (-3, 1, -2), C (-3, -1,-2), D (3, -1, -2) and E (3,1, 2).
A point lies on the x-axis at a distance of 5 units towards OX'. What are its co-ordinates?
A point lies on z-axis at a distance of 3 units in the direction OZ. Write its co-ordinates.
A point lies on y-axis and is at a distance of 4 units in the direction OY'. Write its co-ordinates.
A point lies on XY-plane with distances 4 units along OX and 3 units along OY. Write its co-ordinates.
A point lies on YZ-plane with distances 4 units along OY and 5 units along OZ'. Write its co-ordinates.
A point lies on ZX-plane with distances 3 units along OX' and 5 units along OZ'. Write its co-ordinates.
Find the perpendicular distance of point A (-3, 2, -4) from:
(a) ZX-plane (b)XY-plane (c) YZ-plane.
(a) ZX-plane (b)XY-plane (c) YZ-plane.
Sponsor Area
Mock Test Series
Mock Test Series