Velocity vs Time Graph: Understanding Motion and Slope | Homework Help

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Homework Help Overview

The discussion revolves around understanding the implications of slope on a velocity vs. time graph, particularly focusing on what types of motion correspond to zero and non-zero slopes.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants explore the meaning of zero slope in terms of constant motion and question the implications of non-zero slopes relating to changing velocity and acceleration.

Discussion Status

Some participants affirm the understanding that a zero slope indicates constant velocity, while others elaborate on the relationship between slope and acceleration. There is an ongoing inquiry into the reasons behind these concepts, with participants expressing curiosity about the underlying principles.

Contextual Notes

Participants are discussing the definitions and interpretations of motion types as they relate to the slopes on a velocity-time graph, indicating a need for clarity on these foundational concepts.

BeckyStar678
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Homework Statement


what type of motion is occurring when slope is zero?
not zero?


Homework Equations





The Attempt at a Solution


a.) constant motion or no motion
b.) changing velocity
 
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Hi BeckyStar678! :smile:
BeckyStar678 said:
("is this right? velocity vs time graph ?")
what type of motion is occurring when slope is zero?
not zero?

The Attempt at a Solution


a.) constant motion or no motion
b.) changing velocity

Yes, that's right (especially if you can't spell accclellarration :wink:) …

but why are you asking?

What's worrying you? :confused:
 
If constant motion means constant velocity, then yes that's right.
 
Slope of zero on a velocity-time graph shows that the velocity is constant at that point in time.
Slopes on velocity-time graphs are representations of acceleration.
positive slope = positive acceleration =
negative slope = negative acceleration
slope of zero = zero acceleration = constant motion
 

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