Answer to Question #7956 in Mechanics | Relativity for Gabe
What is the centripetal acceleration of the plane?
L = V·T = 200*108 = 21600 m.
We know that the lenght of the circle can be represanted as L = 2πR.
So, the radius of this circilar is
R = L/(2π) = 21600/(2*3.14) ≈ 3439.4904 m.
The centripetal acceleration of the plane is
Ac = V²/R = 200²/3439.4904 ≈ 11.630 m/s².
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