SOLUTION: A stone is dropped into a mine shaft and hits the bottom 4.25 s later. How deep is the mine shaft? The equation for the distance an object falls in T seconds is T =sqrt(d/16), wher

Algebra ->  Equations -> SOLUTION: A stone is dropped into a mine shaft and hits the bottom 4.25 s later. How deep is the mine shaft? The equation for the distance an object falls in T seconds is T =sqrt(d/16), wher      Log On


   



Question 1174319: A stone is dropped into a mine shaft and hits the bottom 4.25 s later. How deep is the mine shaft? The equation for the distance an object falls in T seconds is T =sqrt(d/16), where d is the distance in feet.
Answer by ikleyn(52788) About Me  (Show Source):
You can put this solution on YOUR website!
.

From the condition, you write this equation


    4.25 = sqrt%28d%2F16%29


Then you square both sides


    4.25^2 = d/16


and finally obtain  d = 16*4.25^2 = 289 ft.    ANSWER

Solved.