A right triangle ABC is given with $\theta = 1.1$ and $| \mathrm { AC } | = b = 12$ . CD is drawn perpendicular to AB, DE is drawn perpendicular to BC, EF $\perp$ AB and this process is continued indefinitely as shown in the figure. Find the total length of all the perpendiculars $$| \mathrm { CD } | + | \mathrm { DE } | + | \mathrm { EF } | + | \mathrm { FG } | + \ldots$$ Write your answer to two decimal places.

Question

Quizplus · Accepted Answer

The Answer of A right triangle ABC is given with $\theta = 1.1$ and $| \mathrm { AC } | = b = 12$ . CD is drawn perpendicular to AB, DE is drawn perpendicular to BC, EF $\perp$ AB and this process is continued indefinitely as shown in the figure. Find the total length of all the perpendiculars $$| \mathrm { CD } | + | \mathrm { DE } | + | \mathrm { EF } | + | \mathrm { FG } | + \ldots$$ Write your answer to two decimal places.

A Right Triangle ABC Is Given With θ=1.1\theta = 1.1θ=1.1 And ∣AC∣=b=12| \mathrm { AC } | = b = 12∣AC∣=b=12

A Right Triangle ABC Is Given With $\theta = 1.1$ And $| \mathrm { AC } | = b = 12$