Answer:
False.
Explanation:
(1) Units produced = 24 units of output
At the 24th unit of output,
Marginal revenue = $5
Marginal cost = $4
MR ≠ MC
At the 25th unit of output,
Marginal revenue = $4.50
Marginal cost = $4.50
MR = MC
At the 26th unit of output,
Marginal revenue = $4
Marginal cost = $5
MR ≠ MC
A firm maximizes its profit at a point where the marginal revenue is equal to the marginal cost i.e. MR = MC.
It is clear from the above scenario that this firm doesn't stop at 24 units of output because at this point of production profit maximizing condition is not fulfilled which means MR ≠ MC.
This firm should stopped at 25 units of output where marginal revenue is equal to the marginal cost from the 25th unit of output.
When a firm's customers make investments in order to use its particular product or service, the customers incur switching costs if they purchase another firm's products or services instead. Therefore, the option B holds true.
<h3>What is the significance of switching costs?</h3>
The switching costs can be referred to or considered as the costs incurred by the customers of a product or a service when they use the alternatives or the competitive products available in the market, instead of the product they were using earlier.
Therefore, the option B holds true and states regarding the significance of the switching costs.
Learn more about switching costs here:
brainly.com/question/14728758
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When a firm's customers make investments in order to use its particular product or service, the customers incur which type of costs if they purchase another firm's products or services instead?
A. Acquisition costs
B. Switching costs
C. Alternative costs
D. Replacement costs
Answer:
Mel
If Mel is risk-neutral, then in the absence of trip insurance, the most she will be willing to pay for the cruise is _______.
c. $1,220
Explanation:
a) Data and Calculations:
Mel's value of a cruise in nice weather = $2,000
Mel's value of a cruise in bad weather = $50
Probability of nice weather = 60%
Probability of bad weather = 40%
Expected value:
Weather Outcome Probability Expected Value
Nice weather $2,000 60% $1,200
Bad weather $50 40% $20
Total expected value of a cruise $1,220
A = Pe^(rt)
<span>A = 5e^(0.02)(8) = 5.87 billion </span>
