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Book 05 - Chapter 1 - The Hunchback of Notre Dame by Victor Hugo
Equations needed:
Velocity final ^2= Velocity initial ^2 + (2)(acceleration)(distance)
Distance= (Velocity initial)(time) + 1/2(accel)(Time^2)
distance down = 70 meters
acceleration due to gravity = -9.8 (or 9.8 depends on direction)
This problem is best treated as though the water started at 70 meters up, and for the time you just multiple the time down by two.
to find the initial speed use the first equation.
Velocity final ^2= Velocity initial ^2 + (2)(acceleration)(distance)
(initial speed)^2= (2)(9.8)(70meters)
this gives initial speed
then to find time use the second equation
Distance= (Velocity initial)(time) + 1/2(accel)(Time^2)
70 m= (dont use velocity initial, instead act like the water was dropped twice) 1/2(9.8)(time ^2)
the time you get is time down, so double it for the total time