A vertical pole of length 15 m standing on the point A. ABC are points on horizontal ground forming a triangle with `angleA = 90^(@)`.
If AB = 6m` and AC = 8m and a point 'D' (on horizontal plane) is equidistant from A, B, C. Find distance of D from top of the pole

15m,BC=82.ABC is a triangle,right- angled at B. If AB=15m,BC=8m, find AC.

Two vertical poles AL and BM of height 25 m and 100 m respectively stand apart on a horizontal plane. If A, B be the feet of the poles and AM and BL intersect at P, then the height of P from the horizontal plane is equal to

Two vertical poles AL and BM of height 4 m and 16 m respectively stand apart on a horizontal plane. If A, B be the feet of the poles and AM and BL intersect at P, then the height of P from the horizontal plane is equal to

Height of a pole is 8 m. Find the length of rope tied with its top from a point on the ground at a distance of 6 m from its bottom.

A vertical pole stands on the level ground. From a point on the ground, 25m away from the foot of the pole , the angle of elevation of its top is found to be 60^(@) . Find the height of the pole.

The upper (3/4)^(th) portion of a vertical pole subtends an angle "tan"^(-1)3/5 at a point in the horizontal plane through its foot at a distance 40 m from the foot . A possible height of the vertical pole is

On a horizontal flat ground, a person is standing at a point A . At this point, he installs a 5m long pole vertically. Now , he moves 5m towards east and then 2m towards north and reaches at a point B . There he installs another 3m long vertical pole . A bird flies from the top of the first pole to the top of the swecond pole. Find the displacement and magnitude of the displacement of the bird.