The velocity (v) of a particle with respect to time (t) is given as follows: t (s) 77m 2.5 3. 3-5 v(-) 3-4 3 Knowing that the velocity is the derivative of the displacement and the acceleration is the derivative of the velocity both with respect to time answer the following: Q6. The acceleration at t = 3.5s calculated using the highest accuracy possible is equal to: %3D
The velocity (v) of a particle with respect to time (t) is given as follows: t (s) 77m 2.5 3. 3-5 v(-) 3-4 3 Knowing that the velocity is the derivative of the displacement and the acceleration is the derivative of the velocity both with respect to time answer the following: Q6. The acceleration at t = 3.5s calculated using the highest accuracy possible is equal to: %3D
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Numerical analysis
![DATA TO ANSWER QUESTIONS Q6-Q7:
The velocity (v) of a particle with respect to time (t) is given as follows:
t (s)
m
v-)
2.5
3
3-5
3-4
3
Knowing that the velocity is the derivative of the displacement and the acceleration is the derivative of the velocity
both with respect to time answer the following:
Q6. The acceleration at t= 3.5s calculated using the highest accuracy possible is equal to:](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd544bb5a-6868-45cd-a61c-080db3200593%2F0a61a718-6f35-45bc-8119-7729cdf604bb%2F22ltj6_processed.jpeg&w=3840&q=75)
Transcribed Image Text:DATA TO ANSWER QUESTIONS Q6-Q7:
The velocity (v) of a particle with respect to time (t) is given as follows:
t (s)
m
v-)
2.5
3
3-5
3-4
3
Knowing that the velocity is the derivative of the displacement and the acceleration is the derivative of the velocity
both with respect to time answer the following:
Q6. The acceleration at t= 3.5s calculated using the highest accuracy possible is equal to:
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