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  2. Topic
    Mathematics
  3. Study Set
    Calculus Early
  4. Exam
    Exam 14: Vector-Valued Functions
  5. Question
    The Position Vector of a Particle Is R(t)
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The Position Vector of a Particle Is R(t)

Question 2

Question 2

Multiple Choice

The position vector of a particle is r(t) . Find the requested vector.
-The acceleration at t = The position vector of a particle is r(t) . Find the requested vector. -The acceleration at t =   for r(t)  = ( 9 sin 5t) i - ( 10 cos 5t) j + ( 2 csc 5t) k A)  a   = -225i - 50k B)  a   = 225i + 50k C)  a   = -225i + 50k D)  a   = 250j + 50k for r(t) = ( 9 sin 5t) i - ( 10 cos 5t) j + ( 2 csc 5t) k


A) a The position vector of a particle is r(t) . Find the requested vector. -The acceleration at t =   for r(t)  = ( 9 sin 5t) i - ( 10 cos 5t) j + ( 2 csc 5t) k A)  a   = -225i - 50k B)  a   = 225i + 50k C)  a   = -225i + 50k D)  a   = 250j + 50k = -225i - 50k
B) a The position vector of a particle is r(t) . Find the requested vector. -The acceleration at t =   for r(t)  = ( 9 sin 5t) i - ( 10 cos 5t) j + ( 2 csc 5t) k A)  a   = -225i - 50k B)  a   = 225i + 50k C)  a   = -225i + 50k D)  a   = 250j + 50k = 225i + 50k
C) a The position vector of a particle is r(t) . Find the requested vector. -The acceleration at t =   for r(t)  = ( 9 sin 5t) i - ( 10 cos 5t) j + ( 2 csc 5t) k A)  a   = -225i - 50k B)  a   = 225i + 50k C)  a   = -225i + 50k D)  a   = 250j + 50k = -225i + 50k
D) a The position vector of a particle is r(t) . Find the requested vector. -The acceleration at t =   for r(t)  = ( 9 sin 5t) i - ( 10 cos 5t) j + ( 2 csc 5t) k A)  a   = -225i - 50k B)  a   = 225i + 50k C)  a   = -225i + 50k D)  a   = 250j + 50k = 250j + 50k

Correct Answer:

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