Identify the following motions as positive or negative accelerations

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SUMMARY

The discussion focuses on identifying positive and negative accelerations based on changes in velocity for two scenarios involving an object moving west. The first scenario, where velocity changes from 10 m/s [W] to 20 m/s [W], is confirmed as positive acceleration. Conversely, the second scenario, where velocity changes from 20 m/s [W] to 10 m/s [W], is identified as negative acceleration, or deceleration. The key takeaway is that acceleration is determined by the change in velocity, and the sign of the acceleration reflects the direction of motion.

PREREQUISITES
  • Understanding of basic physics concepts, specifically acceleration and velocity.
  • Familiarity with the terminology of positive and negative acceleration.
  • Knowledge of how to calculate change in velocity.
  • Ability to interpret directional motion in physics problems.
NEXT STEPS
  • Study the relationship between acceleration and change in velocity using the formula: acceleration = (final velocity - initial velocity) / time.
  • Learn about the implications of defining direction as positive or negative in physics problems.
  • Explore examples of deceleration and how it relates to negative acceleration in various contexts.
  • Practice solving similar physics problems involving changes in velocity and acceleration.
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Students studying physics, educators teaching motion concepts, and anyone seeking to understand the principles of acceleration and velocity in directional contexts.

selcouth
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Homework Statement


An object changes its velocity from 10 m/s [W] to 20 m/s [W] in 4.0s.
An object changes its velocity from 20 m/s [W] to 10 m/s [W] in 4.0s.

Homework Equations


N/A

The Attempt at a Solution


I'm thinking the first one is positive acceleration and the other one is negative acceleration (people also say deceleration but my teacher told us to use the term negative acceleration) because if you're moving west, west is negative so isn't -10 greater than -20? I'm awful at physics so I don't know if I'm thinking this through correctly.
 
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West is only negative if you define it to be so.
It would be good practise to see how you get the same answers for this problem whether you take west to be negative or positive.

You put N/A for relevant equations, but you could have put an equation relating acceleration to change in velocity which would really help with the problem.
Acceleration is proportional to change in velocity, and remember than when you see "change" in basic physics you can usually replace that with "final minus initial"
So if your initial velocity is -20m/s and your final velocity is -10m/s what was the change in velocity? Take the sign from that result and that should tell you the sign of the acceleration
 
Actually on second thought you should probably just treat it as positive.
Getting a positive acceleration on an object traveling in the negative direction is still causing the object to slow down and I think the point of this problem is for you to call that negative acceleration.

So for this sort of problem just keep velocity positive and indicate direction like they did in the question: [W] or [E]
 

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