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1.12 The position of a moving particle is given as a function of time t to be r(t) = xb cos(wt) + yc sin(wt) + vot where b, c, v, and w are constants. Describe the particle's orbit.

1.12 The position of a moving particle is given as a function of time t to be r(t) = xb cos(wt) + yc sin(wt) + vot where b, c, v, and w are constants. Describe the particle's orbit.

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Draw a sketch of the particles trajectory as well as answering the question
1.12 The position of a moving particle is given as a function of time t to be r(t) = xb cos(wt) + ŷc sin(wt) + vot where b, c, v, and w are constants. Describe the particle's orbit.
Transcribed Image Text:1.12 The position of a moving particle is given as a function of time t to be r(t) = xb cos(wt) + ŷc sin(wt) + vot where b, c, v, and w are constants. Describe the particle's orbit.
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Step 1

Given that

The position of a moving particle is given as 

r(t)=x^bcos(ωt)+y^csin(ωt)+z^v0t ----------------------(1)

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