The rectangular coordinates of a particle which moves with curvilinear motion are given by x = 9.75t + 2.00t² - 0.30t3 and y = 5.73 + 27.56t-3.31t², where x and y are in millimeters and the time t is in seconds, beginning from t = 0. Determine the velocity v and acceleration a of the particle when t = 7 s. Also, determine the first time that the velocity of the particle makes an angle of 38° with the positive x-axis. Answers: V = a = t = ( i i i i+ i i+ i S j) mm/s j) mm/s²

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The rectangular coordinates of a particle which moves with curvilinear motion are given by x = 9.75t + 2.00t² - 0.30t3 and y = 5.73 +
27.56t-3.31t², where x and y are in millimeters and the time t is in seconds, beginning from t = 0. Determine the velocity v and
acceleration a of the particle when t = 7 s. Also, determine the first time that the velocity of the particle makes an angle of 38° with the
positive x-axis.
Answers:
V=
a =
t =
(
i
i
i
i+ i
i+ i
S
j) mm/s
j) mm/s²
Transcribed Image Text:The rectangular coordinates of a particle which moves with curvilinear motion are given by x = 9.75t + 2.00t² - 0.30t3 and y = 5.73 + 27.56t-3.31t², where x and y are in millimeters and the time t is in seconds, beginning from t = 0. Determine the velocity v and acceleration a of the particle when t = 7 s. Also, determine the first time that the velocity of the particle makes an angle of 38° with the positive x-axis. Answers: V= a = t = ( i i i i+ i i+ i S j) mm/s j) mm/s²
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