SOLUTION: A cable hangs in the form of a branch of a hyperbola between two poles that are 20 meters apart. The poles are 70 meters high and the cable has a sag of 2 meters midway between th

Algebra ->  Quadratic-relations-and-conic-sections -> SOLUTION: A cable hangs in the form of a branch of a hyperbola between two poles that are 20 meters apart. The poles are 70 meters high and the cable has a sag of 2 meters midway between th      Log On


   

Question 1165099: A cable hangs in the form of a branch of a hyperbola between two poles that are 20 meters apart. The poles
are 70 meters high and the cable has a sag of 2 meters midway between the poles. Find the height of the cable
at a point 3 meters from one of the poles.
PLEASE HELP ME HUHUHU. THANK YOU SO MUCH!!
Answer by ikleyn(52785) About Me  (Show Source):
You can put this solution on YOUR website!
.

Usually, in such problem a shape of a parabola is considered - not a shape of hyperbola.

Therefore, throw your problem to the closest garbage bin, where its natural place is.


Let will not multiply the amount of gibberish in the Internet.