Displacement Calculation for a Moving Cyclist

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Homework Help Overview

The problem involves calculating the displacement of a cyclist traveling at a constant average velocity of 5.9 m/s over a duration of 1.2 hours. The original poster expresses confusion regarding the calculations and the expected result.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the need to convert time from hours to seconds to match the units of velocity. There are attempts to apply the formula for displacement using the average velocity and the converted time.

Discussion Status

Some participants have provided guidance on unit conversion and the correct formula for displacement. However, there are still misunderstandings regarding the calculations, as indicated by the original poster's follow-up questions and expressions of confusion.

Contextual Notes

There is a noted discrepancy between the original poster's calculations and the expected textbook answer, leading to further questioning of the assumptions and methods used in the problem.

FlipMC
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Homework Statement



A cyclist is traveling with an average velocity of 5.9 m/s[W]. What will be his displacement after 1.2 h?

Homework Equations



d = v1▲t+½a▲t^2 ?

The Attempt at a Solution



Vavg = 5.9 m/s
▲t = 1.2 x 60 = 72 m/s

What I did was use d = v x t and I got 424m/s, which is 1, 526.4 km/h. But that's way off from my the textbook's answer which is, 26km[W]..

It sounds so easy but honestly, I'm going crazy trying to figure it out LOL :redface:.
 
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Cyclist is traveling with uniform velocity.
So the displacement = velocity*time.
Convert 1.2 hours to seconds
 
You got to get everything in the same units. We have velocity in m/s so we want time in seconds.

1.2 hours = 72 minutes = 4320 seconds

Then just use:

Distance = Velocity*Time
 
Thanks guys.
So I did D = 5.9m/s x 4320 which equaled to 25, 488m/s?
Then, to change it back to km/h, times 3.6 then it equaled 91, 756.8?!
What am I doing wrong? :(
 
In the problem displacement is asked, not the velocity.
 
Hm, right.. AMG, I still don't get this :'(
 

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