The position vector of a particle in the xy-plane is given by < t² + 1, In(2t + 3) > for all t > 0. The acceleration vector of the particle is

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Chapter5: Inner Product Spaces
Section5.CM: Cumulative Review
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The position vector of a particle in the xy-plane is given by < t² + 1, In(2t + 3) > for
all t 2 0. The acceleration vector of the particle is
< 2,
< 2,
(2t+3)2
(2t+3)2
Option 2
Option 4
< 2t ,
2
>
2t+3
< 2,
(2t+3)2
Option 1
Option 3
Transcribed Image Text:The position vector of a particle in the xy-plane is given by < t² + 1, In(2t + 3) > for all t 2 0. The acceleration vector of the particle is < 2, < 2, (2t+3)2 (2t+3)2 Option 2 Option 4 < 2t , 2 > 2t+3 < 2, (2t+3)2 Option 1 Option 3
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