SOLUTION: The reflecting surface of a parabolic antenna has the shape formed when the parabola {{{ y = (1/36)x^2 }}} is rotated about its axis of symmetry. If the measurements are in feet, h

Algebra ->  Quadratic-relations-and-conic-sections -> SOLUTION: The reflecting surface of a parabolic antenna has the shape formed when the parabola {{{ y = (1/36)x^2 }}} is rotated about its axis of symmetry. If the measurements are in feet, h      Log On


   



Question 1067893: The reflecting surface of a parabolic antenna has the shape formed when the parabola +y+=+%281%2F36%29x%5E2+ is rotated about its axis of symmetry. If the measurements are in feet, how far from the vertex should the receiver be placed if it is to be at the focus?
I am having a hard time solving this problem. I do not understand the question, any sort of assistance would be greatly appreciated!

Answer by ikleyn(52788) About Me  (Show Source):