Answer:
a) 17.5%
Explanation:
The computation of the simple rate of return on the investment is shown below:
Simple rate of return = Annual net income ÷ Initial investment
where,
Annual net income is
= Sales revenue - cash operating expenses - depreciation expenses
= $250,000 - $100,000 - ($400,000 ÷ 5)
= $70,000
And, the initial investment is $400,000
So, the simple rate of return is
= $70,000 ÷ $400,000
= 17.5%
Dividing the annual net income by the initial investment we can get the simple rate of return
In a revenue management system; the forecasting, allocation, overbooking, and pricing must work in unison if the objective is to maximize the revenue generated by a perishable asset.
<h3>What is a revenue management system?</h3>
Basically, a revenue management system refers to a system that analyzes the combination of competitor rates, historical rates, market dynamics and inventory levels to predict demand and provide rate recommendations. A very good revenue management system will always automate the entire process and generate rates that can maximize revenue and profitability.
One of the example of use of Revenue Management is employed in the businesses of Hotel Management and the Airline Industry. The primary source of most revenue for hotels is found in their room rates and the revenue generated from the bookings is a simple multiplication of price and volume booked.
Read more about Revenue Management
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Out of the choices given, the choice that is NOT a use for project plans in the workplace is teacher lesson plans. The correct answer is B.
Answer: B. consumers who read, hear, or see the message sent by a source during the communication process.
Explanation: Marketing messages receivers as those consumer who will received the marketing messages either by reading it, hear it or see it through a source channel.
These receivers need not to interpret it with their beliefs or promote the message, the aim objective in marketing messages is that receivers gets the message.
Answer: Minimum efficient scale is 8 units.
Explanation:
Given that,
Cost function: C(q) = 64 + 
Marginal cost function: MC = 2q
Average cost: AC = 
= 
= 
The minimum efficient scale is at a point where MC = AC
2q = 

Therefore, minimum efficient scale is 8 units.