multiple choice 10 points\nsuppose a new regulation by the state of florida requires the kowboy kitchen to…

multiple choice 10 points\nsuppose a new regulation by the state of florida requires the kowboy kitchen to pay all students as employees a minimum wage of $12.00 per hour. the kowboy kitchen currently has 9 employees: 5 employees whose wages are less than $12.00 per hour and 4 employees whose wages are more than $12.00 per hour. to meet the new regulation, the kowboy kitchen plans to increase the wages of the employees whose wages are less than $12.00 per hour to $12.00 per hour. the other employees will not receive a wage increase at this time.\nwhich of the following must be true about the median wage of the employees after the wage increase occurs?\nthe median wage cannot be determined from the information provided.\nthe median will not change.\nthe median wage will be greater than $12.00 per hour.\nthe median wage will be $12.00 per hour.\nthe median wage will increase but will be less than $12.00 per hour.

multiple choice 10 points\nsuppose a new regulation by the state of florida requires the kowboy kitchen to pay all students as employees a minimum wage of $12.00 per hour. the kowboy kitchen currently has 9 employees: 5 employees whose wages are less than $12.00 per hour and 4 employees whose wages are more than $12.00 per hour. to meet the new regulation, the kowboy kitchen plans to increase the wages of the employees whose wages are less than $12.00 per hour to $12.00 per hour. the other employees will not receive a wage increase at this time.\nwhich of the following must be true about the median wage of the employees after the wage increase occurs?\nthe median wage cannot be determined from the information provided.\nthe median will not change.\nthe median wage will be greater than $12.00 per hour.\nthe median wage will be $12.00 per hour.\nthe median wage will increase but will be less than $12.00 per hour.

Answer

Explanation:

Step1: Arrange number of employees in order

There are 9 employees. When the number of data - points $n = 9$ (an odd number), the median is the $\left(\frac{n + 1}{2}\right)$-th value when the data is arranged in ascending order. $\frac{9+1}{2}=5$ - th value.

Step2: Analyze the wage situation

Before the increase, 5 employees have wages less than $12$ per hour and 4 have wages more than $12$ per hour. After increasing the wages of the 5 employees with wages less than $12$ per hour to $12$ per hour, when we arrange the wages of all 9 employees in ascending order, the 5 - th value (the median) will be $12$ per hour.

Answer:

The median wage will be $12.00$ per hour.