Answer:
3.69
Explanation:
We know,
The productivity in sales revenue/labor expense = 
Given,
Sales revenue = Units sold × Sale price per unit
Sales revenue = 1,217 units × $1,700
Sales revenue = $2,068,900
labor expense = Total labor hours × wage rate per hour
labor expense = 46,672 × $12
labor expense = $560,064
Putting the values into the formula, We can get,
The productivity in sales revenue/labor expense = 
The productivity in sales revenue/labor expense = 3.69
Answer:
Option E It is multiplied by the material unit cost to calculate the per unit carrying cost.
Explanation:
The reason is that the carrying cost which is also known as holding cost is the cost of holding a unit material for a year and this can be calculated as:
Holding Cost is also given in percentage of material price and is calculate by multiplying it with the material unit cost to calculate the holding cost per unit per year.
So the option E is correct.
The minimum price that the barber must charge <em>to increase his salary to $4,000</em> for each of the 200 haircuts is <em>A. $25.</em>
Data and Calculations:
Charge per haircut = $20
Total cost per month = $4,000
Monthly salary = $3,000
Other costs per month = $1,000 ($4,000 - $3,000)
Minimum number of haircuts per month = 200
Expected monthly salary per month = $4,000
Total new monthly expenses = $5,000
Minimum price to charge per haircut = $25 ($5,000/200)
Thus, the minimum price that the barber must charge <em>to increase his salary to $4,000</em> without increasing the number of haircuts is $25.
Learn more: brainly.com/question/14872023
Managers, this is symbolic of how business is run in U.S. culture.
<h2>Answer</h2>
- Sales Manager
- General Manager
- Head of Administration
<h3>Explanation</h3>
Mentioned are some of the careers that fall in the stated categories. Business would include any career related with the field of finance, marketing, supply chain, distribution and so on. Management is more connected with positions where resources has to be managed and administration is one of the types of management.
