A clerk entering salary data into a company spreadsheet accidentally put an extra "0" in the boss's salary, listing it as $1,000,000 instead of $100,000. Explain how this error will affect these summary statistics for the company payroll. Choose the correct answer: O Assuming the boss's true salary is above the median, the median will stay the same. The mean will be too large. O The median and the mean will be too large. O The median will be too small and the mean will be too large. O Assuming the boss's true salary is above the median, the median will be the same. The mean will be too small. Choose the correct answer: O The 1QR will likely stay the same. The standard deviation will be too large. O The 1QR will likely be too large. The standard deviation will be too small. O The 1QR will likely be too large. The standard deviation will be too large. O The IQR will likely be too small. The standard deviation will be too small.
A clerk entering salary data into a company spreadsheet accidentally put an extra "0" in the boss's salary, listing it as $1,000,000 instead of $100,000. Explain how this error will affect these summary statistics for the company payroll. Choose the correct answer: O Assuming the boss's true salary is above the median, the median will stay the same. The mean will be too large. O The median and the mean will be too large. O The median will be too small and the mean will be too large. O Assuming the boss's true salary is above the median, the median will be the same. The mean will be too small. Choose the correct answer: O The 1QR will likely stay the same. The standard deviation will be too large. O The 1QR will likely be too large. The standard deviation will be too small. O The 1QR will likely be too large. The standard deviation will be too large. O The IQR will likely be too small. The standard deviation will be too small.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question

Transcribed Image Text:A clerk entering salary data into a company spreadsheet accidentally put an extra "o" in the boss's salary, listing it as $1,000,000 instead of $100,000. Explain how this error will affect these summary
statistics for the company payroll. Choose the correct answer:
O Assuming the boss's true salary is above the median, the median will stay the same. The mean will be too large.
O The median and the mean will be too large.
O The median will be too small and the mean will be too large.
O Assuming the boss's true salary is above the median, the median will be the same. The mean will be too small.
Choose the correct answer:
O The IQR will likely stay the same. The standard deviation will be too large.
O The IQR will likely be too large. The standard deviation will be too small.
O The IQR will likely be too large. The standard deviation will be too large.
O The IQR will likely be too small. The standard deviation will bg too small.
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