A body moving along the horizontal has an acceleration that is directly proportional to the square of the time, "t" at 0 < t < 6 seconds. Initially, the body was at x = 12cm. After 4.3 seconds, the body was at x = 0.636 m and gained a velocity of 9 cm/s. Express "v" (cm/s) in terms of "t", in vector form. %3D

College Physics
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Chapter1: Units, Trigonometry. And Vectors
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A body moving along the horizontal has an
acceleration that is directly proportional to the
square of the time, "t" at 0 < t <6 seconds. Initially,
the body was at x = 12cm. After 4.3 seconds, the
body was at x = 0.636 m and gained a velocity of 9
cm/s. Express "v" (cm/s) in terms of "t", in vector
form.
Transcribed Image Text:A body moving along the horizontal has an acceleration that is directly proportional to the square of the time, "t" at 0 < t <6 seconds. Initially, the body was at x = 12cm. After 4.3 seconds, the body was at x = 0.636 m and gained a velocity of 9 cm/s. Express "v" (cm/s) in terms of "t", in vector form.
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