A stone is drooped from the top of a tower travels 25 m in last second of its motion. If [g=10], height of the tower is
Shikhar
8 Years agoGrade 7
3 Answers
Soumya Ranjan Mohanty
8 Years ago
Dear student,We know distance travelled in nth second = u +(a/2)(2n-1)Here u=0, a=g and n = total time takenGiven distance travelled in last second = 25mSo 25= (10/2)(2n-1)=> 5=2n-1=> n=3 seconds = total time taken.height of tower= (1/2)*g*n^2= (1/2)*10*3*3=45 m.So height of tower is 45 m. [Ans]Thank you,Soumya Ranjan Mohanty.
rahul gurjar
8 Years ago
answere ,Dear student,We know distance travelled in nth second = u +(a/2)(2n-1)Here u=0, a=g and n = total time takenGiven distance travelled in last second = 25mSo 25= (10/2)(2n-1)=> 5=2n-1=> n=3 seconds = total time taken.height of tower= (1/2)*g*n^2= (1/2)*10*3*3=45 m.So height of tower is 45 m. [Ans]Thank you,Soumya Ranjan Mohanty.
sahil
7 Years ago
the
the answer is
,Dear student,We know distance travelled in nth second = u +(a/2)(2n-1)Here u=0, a=g and n = total time takenGiven distance travelled in last second = 25mSo 25= (10/2)(2n-1)=> 5=2n-1=> n=3 seconds = total time taken.height of tower= (1/2)*g*n^2= (1/2)*10*3*3=45 m.So height of tower is 45 m. [Ans]Thank you,Soumya Ranjan Mohanty.