Answer:
1.6 hour
Explanation:
Given
Rate of Arrival =30 per hour
Rate of Processing = 25 per hour
Open Time = 8am
Close Time = 4pm
How long the last package has to wait before it is processed is calculated by;
Duration = ∆Time/∆Rate
∆Time = 4pm - 8am
∆Time = 8 hours
∆Rate = Rate of Arrival - Rate of Processing
∆Rate = 30 - 25
∆Rate = 5 per hour
Duration = 8 hours ÷ 5 per hour
Duration = 1.6 hours
The statement is correct. Profitably, it makes sense for firms to shift their productive activities to countries where they can be performed more efficiently.
<h3>What is Profit perspective?</h3>
- The Profits Perspective is an economic viewpoint that focuses on the financial flows that determine total business profits. It is based on Jerome Levy's profits equation, which he discovered in 1908.
- It is also linked to the work of Hyman Minsky, a twentieth-century economist. The distinction between the revenue obtained from the sale of an outcome and the costs of all inputs used, as well as any prospect costs, is the financial profit or loss.
- Economic profit is calculated by subtracting opportunity costs and explicit costs from earnings earned.
- Economic profit is important because it aids in determining a company's profitability and financial performance.
- It demonstrates whether a specific business can cover its expenses while also generating revenue for stakeholders.
To learn more about Profit, refer to:
brainly.com/question/28662566
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Answer:
b) 2,000
Explanation:
sales price = $30
10% from each sale = $3
the amount of rent paid as a percentage of sales = $15,000 - $9,000 = $6,000
the indifference point in units = $6,000 / 10% revenue margin = $6,000 / $3 = 2,000 units
If Bates sells less than 2,000 units, then he should prefer option 2, but if he sells more than 2,000 units, then option 1 is better for him.
I guess the correct answer is 30 chairs/worker/day.
Divide the output of 900 chairs by the inputs of 30 worker-days.
Answer:
The correct answer is letter "A": Level 2 - Enhanced Steady-State.
Explanation:
In the enhanced steady-state (L2) of an emergency, only part of the members of the critical response team is requested to verify the credibility of the threat to find out what are the steps needed to be followed under an unfavorable situation. Among their activities, the staff members issue alerts and coordinate with mission partners.
