Velocity,Speed & Position of Spaceship After 5 Seconds

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Homework Help Overview

The discussion revolves around a problem in kinematics involving a spaceship that starts from rest and experiences constant acceleration. Participants are exploring how to calculate the velocity, speed, position, and distance traveled after a specified time period of 5 seconds.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss relevant kinematic equations that could apply to the problem, including those relating velocity, acceleration, and time, as well as position. There is also a focus on the relationship between speed and distance in comparison to velocity and position.

Discussion Status

Some participants have made attempts to apply the kinematic equations to find velocity and position vectors. Guidance has been offered regarding the relationship between speed and distance, and the distinction between vectors and scalars is being explored. Multiple interpretations of the relationships involved are being considered.

Contextual Notes

Participants are working under the constraints of a homework problem, which may limit the information available or the methods they can use. There is an emphasis on understanding the underlying concepts rather than simply applying formulas.

amit25
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Spaceship initially at rest as measured,experiences constant acceleration of a=(1,2,3)m/s^2?

what is the velocity,after 5 seconds,
and speed after 5 seconds
and position after 5 secs
what is the distance it has traveled in 5secs
 
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What kinematics equations do you know that might apply to this problem? There is one that involves only velocity, acceleration and time which is useful for the first part.

Then there is also an equation involving position position, velocity, acceleration, and time which helps you solve the third part.

Finally, think about how speed and velocity are related; and how distance and position are related.
 
for the first one i used v=at
i got (5,10,15)m/s
the third part i used d=1/2at^2
im not sure how to find the distance traveled in 5 seconds
 
Ok, good you used the right equations and got the velocity and position vectors. Now, how is speed and distance related to velocity and position vectors? Think about whether speed and distance are vectors or scalars.
 

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