"> (Answered) A spacecraft moves along a path described by the parametric equations x = 1 0 ( 1 + t 4 1 ) , y = 4 0 t 3 / 2 x=10(sqrt{1+t^4}-1) , y=40t^{3/2} x = - Tutorials Prime

(Answered) A spacecraft moves along a path described by the parametric equations x = 1 0 ( 1 + t 4 1 ) , y = 4 0 t 3 / 2 x=10(sqrt{1+t^4}-1) , y=40t^{3/2} x =

A spacecraft moves along a path described by the parametric equations x = 1 0 ( 1 + t 4 1 ) , y = 4 0 t 3 / 2 x=10(sqrt{1+t^4}-1) , y=40t^{3/2} x =

A spacecraft moves along a path described by the parametric equations x=10(âˆšâ€‹1+tâ€‹4â€‹â€‹â€‹â€‹â€‹âˆ’1),y=40tâ€‹3/2â€‹â€‹ for the first 100 seconds after launch. Here, x and y are measured in meters, and t is measured in seconds. Find the magnitude and direction of the velocity and the resultant acceleration of the spacecraft 15 seconds after launch. Round answers to one decimal place.

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This question was answered on: Jan 02, 2020

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