0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

A balloon is observed simultaneously from three points A B and C, on a straight road directly under it. The angular elevation at B is twice of what it is at A and the angular elevation at C is thrice of what it is at A. If the distance between A and B is 200 meters and the distance between B and C is 100 meters, then find the height of the balloon.
  1. 50m
  2. 503m
  3. 1503m
  4. 1003m

A
50m
B
503m
C
1503m
D
1003m
Solution
Verified by Toppr


1414476_1007556_ans_c307abf3780c47a5bd789192c89edca3.jpg

Was this answer helpful?
0
Similar Questions
Q1
A balloon is observed simultaneously from three points A B and C, on a straight road directly under it. The angular elevation at B is twice of what it is at A and the angular elevation at C is thrice of what it is at A. If the distance between A and B is 200 meters and the distance between B and C is 100 meters, then find the height of the balloon.
View Solution
Q2
A baloon is observed simultaneously from three points A,B and C on straight road directly under it. The angular elevation at B is twice and at C is thrice that of A. If the distance between A and B is 200m and the distance between B and C is 100m, then the height of ballon is
View Solution
Q3
A balloon is observed simultaneously from three points A, B, C due west of it on a horizontal line passing directly underneath it. lf the angular elevations at B and C are respectively twice and thrice that atAand if AB=220 metres and BC=100 metres, then the height of the balloon from the ground is

View Solution
Q4

If the angle of elevation of a tower from a distance of 100 m from its foot is 60, then the height of the tower is


View Solution
Q5
A stationary balloon is observed from 3 points A, B and C on the plane ground and is found that its angle of elevation from each point is α. If ABC=β and AC=b, the height of the balloon is
View Solution