Consider a particle moving along a curve so that it is at position f(t) = (2t³, 2+²) at time t. Then the particle is moving parallel to (1, -2) at time t 1 at the point -4, when the direction of motion 2 is <-1/11/12>

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Consider a particle moving along curve so that it is at
position f(t) = (2t³, 2t²) at time t.
Then the particle is moving parallel to (1, -2) at time t
13
at the point -4, when the direction of motion
2
is
<- 11/12/1/12 >>
4'2
Transcribed Image Text:Consider a particle moving along curve so that it is at position f(t) = (2t³, 2t²) at time t. Then the particle is moving parallel to (1, -2) at time t 13 at the point -4, when the direction of motion 2 is <- 11/12/1/12 >> 4'2
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A particle is moving along a curve such that its position is at ft=2t3,2t2 at time t.

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