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A kite is flying 17 feet above ground on a string that is 25 feet long. What's the angle formed by the kite string and the ground? 47.16 34.22 42.840 40.22

2 Answers

6 votes

Answer:

θ≈42.84

Explanation:

User Dimitri Hartt
by
3.3k points
1 vote

Answer:


\theta = 34.22^o

Explanation:

Given


Height = 17


Length = 25

Required

The angle formed with the ground

To do this, we make use of the following:


\tan(\theta) = (Height)/(Length)

Where:


\theta \to angle formed with the ground

So, we have:


\tan(\theta) = (17)/(25)


\tan(\theta) = 0.68

Take arctan of both sides


\theta = \tan^(-1)(0.68)


\theta = 34.22^o

User Mahdiyeh
by
3.1k points