An airplane travels along a curve given by r(t) = , t 0 If the airplane...

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An airplane travels along a curve given by r(t) =<t², sin(t)- tcos(t), cos(t) + tsin(t) >, t≥ 0 If the airplane only has enough fuel to travel a distance of 8√5 along its path, at what (x, y, z) coordinates will the airplane run out of fuel? An airplane travels along a curve given by r(t) =<t², sin(t)- tcos(t), cos(t) + tsin(t) >, t≥ 0 If the airplane only has enough fuel to travel a distance of 8√5 along its path, at what (x, y, z) coordinates will the airplane run out of fuel?

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The magnitude of the velocity vector is given by the formula Rt 2t2 cost tsint2 sint2 Setting ... View the full answer