1. The position of particle p is defined using polar coordinate system r, 0 such thate = (3/T) sin (Tt), r = 6 (1 – e"), where 0, r and t are expressed in radians, inchesand seconds, respectively. When t = 1 s, determine the velocity and acceleration of p.

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1. The position of particle p is defined using polar coordinate system r, 0 such that e = (3/T) sin (tt), r = 6 (1 – e 4), where 0, r and t are expressed in radians, inches and seconds, respectively. When t = 1 s, determine the velocity and acceleration of p.

1. The position of particle p is defined using polar coordinate system r, 0 such that e = (3/T) sin (tt), r = 6 (1 – e 4), where 0, r and t are expressed in radians, inches and seconds, respectively. When t = 1 s, determine the velocity and acceleration of p.

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1. The position of particle p is defined using polar coordinate system r, 0 such that
e = (3/T) sin (Tt), r = 6 (1 – e"), where 0, r and t are expressed in radians, inches
and seconds, respectively. When t = 1 s, determine the velocity and acceleration of p.

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