Find the position vector for a particle with acceleration, initial velocity, and initial position given below. d(t) = (4t, 5 sin(t), cos(5t)) v(0) = ( – 1, 1, – 4) 7(0) = (– 5, 2, 2) 7(t) =

Q: Can this be done by a person ?

A: Given f(t)=2t3Find Laplace transform of f(t) .

Q: Suppose (2, -3, 4) x (1, 7, a)= (-16, 12, 17). Determine the value of a

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Q: p value is incorrect. please fix that!

A: Take t value from above given data t = 0.6004 df = 57.7 ~ 58

Q: can this be done by a human?

A: F(s)=(-4s-2) /(s2-2s+26)

Q: number D's answer is marked as wrong!

A: The two way table provided in the question is as follows  :-Completed HWDid not complete…

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A: We will use definition

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Q: Could you please expand on how you found the linear combinations?

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Q: not all questions are answered, and are incorrect

A: According to me all questions' answered are correct

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Q: Please help me answer

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Q: you have to show ur work

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Q: 7. 10 8 9 5 D 3 E F G AC DG and B and F are midpoints of AC and DG, Subtraction Property

A: if AC¯≅DG, B & F are midpoints of AC and DG and we have to prove AB¯≅DF  if B is a midpoint of…

Q: This isnt correct

A: We need to draw the curve.