Simple average speed/average velocity problem

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SUMMARY

Jeremy's average speed while training for a boxing match is calculated to be 12.3 km/h, which should be rounded to 12 km/h due to significant figures. He runs 8.0 km at an average speed of 16 km/h and returns at 10 km/h, resulting in a total distance of 16 km and a total time of 1.3 hours. The average velocity is determined to be 0 km/h, as there is no net displacement from the starting point. The calculations provided are accurate and align with the principles of average speed and velocity in physics.

PREREQUISITES
  • Understanding of average speed and average velocity concepts
  • Familiarity with basic physics equations, specifically Vavg = Total Distance / Total Time
  • Knowledge of significant figures in measurements
  • Basic arithmetic skills for calculating speed and time
NEXT STEPS
  • Study the concept of displacement versus distance in physics
  • Learn about significant figures and their importance in scientific calculations
  • Explore more complex average speed problems involving varying speeds
  • Investigate the differences between scalar and vector quantities in physics
USEFUL FOR

This discussion is beneficial for students beginning their studies in physics, particularly those learning about motion, average speed, and average velocity calculations.

SoConfused__
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Homework Statement


Jeremy is training for a boxing match. He runs due north at an average speed of 16km/h for the first 8.0 km and returns to the training camp at an average speed of 10 km/h. Calculate his average speed and his velocity.


Homework Equations


Vavg = Total Distance / Total Time
Average Velocity = Final displacement / Total time taken


The Attempt at a Solution


16 km/h for first 8.0 km = 0.5 hours
10 km/h for the trip back = 0.8 hours
Total time taken = 1.3 hours
Total distance = 16 km

Average speed = 16/1.3
=12.3 km/h.

The answer on my sheet is 12km/h. Am I doing something wrong or is it just rounded?
For average velocity, would it be 0? Since there is no displacement from the starting point?

I am just starting physics, and I just need guidance in the right direction.

Thank you.
 
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Your calcs look good. Yes, the answer should be rounded to 2 digits since all the given quantities are accurate to 2 digits.
 
Alright, thank you!
Sorry if this seems like a silly question, I just want to make sure my work is correct before going forward.
 

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