An airplane flies at an altitude of 6 miles toward a point directly ov

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An airplane flies at an altitude of 6 miles toward a point directly over an observer. Consider θ and x as shown in the figure. (a) Write θ as a function of x. θ = (b) Find θ when x = 15 miles and x = 3 miles. (Enter your answers in radians rounded to two decimal places.) x = 15 miles θ ≈x = 3 miles θ ≈

An airplane flies at an altitude of 6 miles toward a point directly over an observer. Consider θ and x as shown in the figure. (a) Write θ as a function of x. θ = (b) Find θ when x = 15 miles and x = 3 miles. (Enter your answers in radians rounded to two decimal places.) x = 15 miles θ ≈x = 3 miles θ ≈

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An airplane flies at an altitude of 6 miles toward a point directly over an observer. Consider

θ

and

x

as shown in the figure. (a) Write

θ

as a function of

x

.

θ =

◻

(b) Find

θ

when

x = 15

miles and

x = 3

miles. (Enter your answers in radians rounded to two decimal places.)

\begin{array}{ll} x = 15 miles & θ \approx ◻ \\ x = 3 miles & θ \approx ◻ \end{array}

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