There are two towers A and B. Their heights are 200ft and 150ft respectively and the foot of the towers are 250ft apart. Two birds on top of each tower fly down with the same speed and meet at the same instant on the ground to pick a grain. What is the distance between the foot of tower A and the grain?

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  • Jul 10th, 2006


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  • Jul 12th, 2006

Can you please explain how you have approached the problem and got the answer?

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  • Jul 13th, 2006

Draw the figure for above problem

let the ground is DE and where the ground nut is placed is C.

NOW DC= X,CE=250-X.

NOW AD=200  BE=150





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  • Jul 16th, 2006




Answer is 160 m

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ashish v

  • Jul 17th, 2006

Since there speed is same and time to reach the grain is also same.
Therefore there distance is different.
As s1=d1/t and s2=d2/t
since s1=s2,
therefore d1=d2
d1^2=x^2 + 200, d2^2=(250-x)^2 + 150^2
solving the eq you will get the ans. (250-x)^2+150^2=x^2+200^2
ans is 90ft


  • Jul 21st, 2006

actually iam an silent member of this group ok me too going to atted the infy test on 6thaug. the answer is by phythogorous therom: let x be the dist bt tower a and grain 200^2+x^2= (250-x)^2+150^2solve this for answer.ans is 11 if is wrong pls send the corret solution.

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suppose the diatance from tower A is x

so from tower B its dis is 250-x

so dis travelled by two birds will be=



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ritik ranjan

  • Jul 5th, 2012

200*200 + x*x = (250-x)*(250-x) +(150*150)
40000 + x*x = 250*250 +x*x - 2*250*x + 150*150
x*x is canceled
40000= 62500 - 500x + 22500
40000 = 85000 - 500x
500x = 85000 - 40000
500x= 45000
x= 90

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pulkit agrawal

  • Sep 9th, 2012

Since both birds has same speed and they reach the grain at same time. This mean both cover same distance. Let x be the distance of grain from tower A. then 250-x from B. then (200)sqre+xsqre=(250-x)sqre+150sqre

After solving we get x=90 meter. i.e. 90 meter from tower A

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  • Dec 7th, 2012

Hey I am B.Sc.Zoology I cant get this answer please tell me anybody which is correct answer with best explanation.

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  • Jan 25th, 2013

90 ft

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Megha Agarwal

  • Jul 25th, 2014

Speed and time taken by both the birds are same, so distance(d) will be definitely the same. Let the distance between A and grain be x. By Pythagoras theorem, d^2= 200^2 + x^2 and d^2= 150^2 + (250-x)^2. Solving these, we get x=90 Ft.

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sahana gs

  • Nov 5th, 2014


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