Has this particle exceeded 30 km/h on a velocity vs. time graph?

AI Thread Summary
To determine if a particle has exceeded 30 km/h on a velocity vs. time graph, one can analyze the average velocity over each time interval using the displacement and time data. Understanding the relationship between displacement-time and velocity-time graphs is crucial for this analysis. If the displacement and time values are known, the velocity can be calculated directly without needing an additional graph. Observing the graph can provide a quick estimate of whether the velocity surpasses the 30 km/h threshold. A solid grasp of these concepts will facilitate accurate interpretation of the graph.
computing
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Homework Statement
v-t graphing
Relevant Equations
no equation
hi
how can i draw velocity - time graph to determine whetere this particle has ever exceeeded the 30 km/h velocity or not ?
 

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If that is what you are asked to do, you can draw the average velocity over each ##\Delta t##, just use the given formula.
 
computing said:
Homework Statement:: v-t graphing
Homework Equations:: no equation

hi
how can i draw velocity - time graph to determine whetere this particle has ever exceeeded the 30 km/h velocity or not ?

First of all, let's check if you have the conceptual understanding of the relationship between displacement-time graph, and velocity-time graph. Do you know the relationship between those two graphs? Or more importantly, do you know how to find the velocity if you are given a displacement over a time period?

The graph gives you a hint on what you need to get a rough estimate of the velocity, i.e. it gives you a measure of the displacement Δx and the time for that displacement Δt.

Zz.
 
Actually, if you understand the relationship that zapper has asked you about, you don't even NEED another graph, you can just glance at the one you have and have your answer pretty much immediately.
 
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