How long would it take to walk 10m ?

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SUMMARY

This discussion focuses on calculating the time taken to walk distances of 10 meters, 25 meters, and 40 meters, along with the corresponding speed in meters per second (m/s). Participants suggest estimating the time by walking 10 meters while counting a repetitive phrase, which approximates a second per repetition. The calculations require basic knowledge of speed, defined as distance divided by time, to derive the time taken for each distance based on walking speed.

PREREQUISITES
  • Understanding of basic physics concepts such as speed and distance.
  • Ability to perform simple arithmetic calculations.
  • Familiarity with measuring distances accurately.
  • Knowledge of how to create and interpret data tables.
NEXT STEPS
  • Learn how to calculate speed using the formula: speed = distance/time.
  • Research methods for accurately measuring walking distances.
  • Explore techniques for creating data tables in spreadsheet software.
  • Investigate the impact of different walking speeds on time calculations.
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Students, educators, and anyone interested in basic physics calculations related to motion and speed, particularly in practical applications like walking distances.

BUTTER-BENZ
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1. How long would it take to walk 10 m? (and the speed (m/s)

2. How long would it take to walk 25 m? (and the speed (m/s)

3. How long would it take to walk 40 m? (and the speed (m/s)


THANK YOU IN ADVANCE!
 
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I'm supposed to make a data table
its asking me to walk 10 meters, 25 meters and 40 meters and calculate the time in seconds and the speed (m/s)...
I can't do it...i don't have anything to use...
 
BUTTER-BENZ said:
I'm supposed to make a data table
its asking me to walk 10 meters, 25 meters and 40 meters and calculate the time in seconds and the speed (m/s)...
I can't do it...i don't have anything to use...

Estimate a distance of 10 m and walk that distance repetitively saying "I can do it. I can do it. I can do it." and count the number of times that you say "I can do it." That's about a second each.
 

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