The equations of motion of some particle are given as: 4 t +1 y = -4t - 4 z = 2t +2 where x, y and z are measured in inches, and t is measured in seconds. 1) Find the equation of the particles' trajectory on the coordinate form. 2) Find the velocity of the particle 3) Find the normal, tangential, and full acceleration of the particle

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Question 1
The equations of motion of some particle are given as:
4
%3D
t + 1
y = -4t - 4
2t + 2
where x, y and z are measured in inches, and t is measured in seconds.
1) Find the equation of the particles' trajectory on the coordinate form.
2) Find the velocity of the particle
3) Find the normal, tangential, and full acceleration of the particle
4) Find the radius of curvature of the particle's trajectory when t= 0
Transcribed Image Text:Question 1 The equations of motion of some particle are given as: 4 %3D t + 1 y = -4t - 4 2t + 2 where x, y and z are measured in inches, and t is measured in seconds. 1) Find the equation of the particles' trajectory on the coordinate form. 2) Find the velocity of the particle 3) Find the normal, tangential, and full acceleration of the particle 4) Find the radius of curvature of the particle's trajectory when t= 0
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