20) (b) Find the angle θ between the line and the pole: θ = 90° - α, so my question is, why is there an angle α and where is it located?"

  • 1
  • 52 Views
  • All levels

"A telephone line hangs between two poles 14 m apart in the shape of the catenary y = 20cosh(x/20) - 15, where x and y are measured in meters.

(a) Find the slope of this curve where it meets the right pole: The slope is sinh(7/20)

(b) Find the angle θ between the line and the pole: θ = 90° - α, so my question is, why is there an angle α and where is it located?"

Leave an answer

Our People Answers

0

(Based on todays review)

  • syed514

    The angle theta be described astanθ=sinh(7/20)
    θ=tan−1[sinh(7/20)]

    its a right triangle...
    alpha + theta = 90 theta = 90 - alpha