Question

An accountant is monitoring the average rates per hour when overtime is included for four employees. Drag the employees in order from the greatest to the least unit rate in dollars per hour.
1. $823.25 for 42.25 hrs
2 $700 for 50 hrs
3 $1247.60 for 65.5 hrs
4 $1800 for 70 hrs

Answer 1

List of employees from highest to lowest salary :

1. Employee D : $1800 for 70 hrs

2. Employee A : $823.25 for 42.25 hrs

3. Employee C : $1247.60 for 65.5 hrs

4. Employee B : $700 for 50 hrs

$\texttt{ }$

Further explanation

Let's learn about the basic formula about Profit and Loss

$\texttt{Profit = Selling Price - Cost Price}$

$\texttt{Selling Price = Cost Price ( 100\% + Profit\% )}$

$\texttt{Loss = Cost Price - Selling Price}$

$\texttt{Selling Price = Cost Price ( 100\% - Loss\% )}$

Let us tackle the problem !

$\texttt{ }$

Employee A :

$823.25 for 42.25 hrs

$\texttt{Rate} = \ 823.25 \div 42.25 \approx \ 19.49$

$\texttt{ }$

Employee B :

$700 for 50 hrs

$\texttt{Rate} = \ 700 \div 50 \approx \ 14.00$

$\texttt{ }$

Employee C :

$1247.60 for 65.5 hrs

$\texttt{Rate} = \ 1247.60 \div 65.5 \approx \ 19.05$

$\texttt{ }$

Employee D :

$1800 for 70 hrs

$\texttt{Rate} = \ 1800 \div 70 \approx \ 25.71$

$\texttt{ }$

From the information above, we can arrange employees from highest to lowest salary as follows:

1. Employee D : $1800 for 70 hrs

2. Employee A : $823.25 for 42.25 hrs

3. Employee C : $1247.60 for 65.5 hrs

4. Employee B : $700 for 50 hrs

$\texttt{ }$

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Answer details

Grade: Middle School

Subject: Mathematics

Chapter: Percentage

Keywords: Linear , Equations , 1 , Variable , Line , Gradient , Point , Multiplication , Division , Exponent , PEMDAS , percentange , percent , cookies , chocolate , chip , paper , fourth , pieces

Answer 2

Answer:

1) Employee N 4 ----> $\ 25.71\ per\ hour$

2) Employee N 1 ---> $\ 19.49\ per\ hour$

3) Employee N 3 ---> $\ 19.05\ per\ hour$

4) Employee N 2 ----> $\ 14,00\ per\ hour$

Step-by-step explanation:

we know that

The unit rate is equal to divide the total amount of dollars by the total time in hours

Employee N 1

$\frac{823.25}{42.25}=\ 19.49\ per\ hour$

Employee N 2

$\frac{700}{50}=\ 14,00\ per\ hour$

Employee N 3

$\frac{1,247.60}{65.5}=\ 19.05\ per\ hour$

Employee N 4

$\frac{1,800}{70}=\ 25.71\ per\ hour$

In order from the greatest to the least

1) Employee N 4 ----> $\ 25.71\ per\ hour$

2) Employee N 1 ---> $\ 19.49\ per\ hour$

3) Employee N 3 ---> $\ 19.05\ per\ hour$

4) Employee N 2 ----> $\ 14,00\ per\ hour$