Kinematics Questions: Acceleration, Velocity, and the Speed of Light

In summary, the object will have a velocity of 30 m/s before 5 seconds and 70 m/s afterwards. All solutions for the given questions are correct.
  • #1
Physicsrapper
24
0
Hi, I have some questions regarding Kinematics:

1. If an object is accelerating at 9.8 m/s^2, how much time does it Need to reach ten percent of the Speed of light?

Speed of light: 299 792 458 m / s -> 10% -> 299 792 45,8 m / s

t = v/a -> 299 792 45,8 m / s / 9.8 m/s^2 = 3 059 106.714 s = 849.8 h


2. An object is uniformly accelerated at a = 4m/s^2. At time t, the object has a velocity v = 50 m/s. What is its velocity before and afterwards?

t = v/a = 50m/s / 4m/s^2 = 12.5 s

7.5s * 4m/s^2 = 30 m/s
17.5 s * 4m/s^2 = 70 m/s

3. The fastest dragster reaches 632 km/h in 3.72s. Find its average acceleration.

a=v/t -> 175.6m/s / 3.72s = 47.2m/s^2


Are all my Solutions true?
 
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  • #2
Physicsrapper said:
Hi, I have some questions regarding Kinematics:

1. If an object is accelerating at 9.8 m/s^2, how much time does it Need to reach ten percent of the Speed of light?

Speed of light: 299 792 458 m / s -> 10% -> 299 792 45,8 m / s

t = v/a -> 299 792 45,8 m / s / 9.8 m/s^2 = 3 059 106.714 s = 849.8 h
Correct
Physicsrapper said:
2. An object is uniformly accelerated at a = 4m/s^2. At time t, the object has a velocity v = 50 m/s. What is its velocity before and afterwards?
This question does not make much sense to me. What do you mean by before? How many seconds before? Howmany seconds afterwards?
Physicsrapper said:
3. The fastest dragster reaches 632 km/h in 3.72s. Find its average acceleration.

a=v/t -> 175.6m/s / 3.72s = 47.2m/s^2
Correct
 
  • #3
This question does not make much sense to me. What do you mean by before? How many seconds before? Howmany seconds afterwards?

Sorry, it's 5s.
Thank you for the correction!
 

What is "Physics Kinematics correction"?

"Physics Kinematics correction" is a process used in physics to adjust measurements and calculations to account for any discrepancies or errors that may have occurred during an experiment or analysis. It involves analyzing data and using mathematical equations to make corrections and improve the accuracy of results.

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"Physics Kinematics correction" is important because it allows scientists to obtain more accurate and reliable results from their experiments. By accounting for any errors or discrepancies in measurements, scientists can ensure that their data is as precise as possible, leading to more accurate conclusions and theories.

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