**Title: Understanding Z-Scores with Running Times****Introduction**In this exercise, we explore the concept of Z-scores in the context of running times for two teams. This lesson will help you understand how to compare individual performance against group performance using statistics.**Scenario**- A runner for Team 1 can run a race in 54.6 seconds. Team 1 has running times with a mean of 52.1 seconds and a standard deviation of 2.09 seconds.- A runner for Team 2 can run a race in 53.7 seconds. Team 2 has running times with a mean of 51.2 seconds and a standard deviation of 3.53 seconds.**Which Runner is Faster?***(This is not a trick question... no statistics involved here)*- [ ] Runner for Team 1 - [ ] Runner for Team 2 **Calculating Z-Scores**By calculating Z-scores, we can determine how each runner's performance compares to their team's average.1. **Z-Score for Runner from Team 1** Calculate and round your answer to two decimal places. [Input Box]2. **Z-Score for Runner from Team 2** Calculate and round your answer to two decimal places. [Input Box]**Which Runner is Faster Relative to Their Corresponding Populations?***(Now you have to use statistics)*- [ ] Runner for Team 1- [ ] Runner for Team 2 For assistance, click on "Message Instructor."**Conclusion**Submit your answers to see how well you can analyze statistical data using Z-scores.[Submit Question Button] [Jump to Answer Link] This activity will enrich your understanding of statistics in everyday contexts.

given data team 1 x1=54.6μ1=52.1σ1=2.09team 2x2=53.7μ2=51.2σ2=3.53we have to find z score and and…

Answered: A runner for team 1 can run a race in…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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