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A rocket is tracked by radar from its launching point A. When it is 10 seconds into its flight, the following radar measurements are recorded: r = 2450 m, r˙ = 412 m/s, r¨ = 3.60 m/s2, θ = 25∘, θ˙ = 0.0540 rad/s, θ¨ = −0.0281 rad/s2. For this instant determine the angle β between the horizontal and the direction of the trajectory of the rocket and find the magnitudes of its velocity v and acceleration a. Answers: β = v = m/s a = m/s2

A rocket is tracked by radar from its launching point A. When it is 10 seconds into its flight, the following radar measurements are recorded: r = 2450 m, r˙ = 412 m/s, r¨ = 3.60 m/s2, θ = 25∘, θ˙ = 0.0540 rad/s, θ¨ = −0.0281 rad/s2. For this instant determine the angle β between the horizontal and the direction of the trajectory of the rocket and find the magnitudes of its velocity v and acceleration a. Answers: β = v = m/s a = m/s2

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A rocket is tracked by radar from its launching point A . When it is 10 seconds into its flight, the following radar measurements are recorded: r = 2450 m , r ˙ = 412 m / s , r ¨ = 3.60 m / s 2 , θ = 25 ∘ , θ ˙ = 0.0540 r a d / s , θ ¨ = − 0.0281 r a d / s 2 . For this instant determine the angle β between the horizontal and the direction of the trajectory of the rocket and find the magnitudes of its velocity v and acceleration a .
Answers:
β = ◻ ⋅ v = ◻ m / s a = ◻ m / s 2

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