Answer:
Economic profit= $25,000
Explanation:
Giving the following information:
Last year he earned $200,000 in total revenues and paid $125,000 to his employees and suppliers.
Job offer= $50,000 per year
The economic profit takes into account the opportunity cost of other options.
Economic profit= 200,000 - 125,000 - 50,000
Economic profit= $25,000
Answer:
i dont knkw
Lamborghini
no
yes
Explanation:
Plz mark brainliest thanks
Answer:
Intensive.
Explanation:
In this scenario, Mike is driving over to his girlfriend's apartment and decides to buy some gum. He could stop in a gas station, go to any grocery store, go to any discount store, or even buy some out of a vending machine. The reason Mike has so many options to buy gum is because chewing gum companies strive for intensive channel coverage.
An intensive channel coverage is a sales method which is typically focused on providing varieties of sales outlets or channels for customers to buy their desired products.
Companies operating under the intensive channel coverage, are usually aimed at saturating the market with their products, by using all available sales outlets.
<em>Hence, Mike had so many outlets where he could buy gum from because chewing gum companies strive for intensive channel coverage in order to reach out to potential customers. Other examples of companies that use the intensive coverage channel are cigarette, beer etc. </em>
In order to add one pound a week, you need to approximately consume 500 more calories per day.
On top of that, you need to at least eat 1 gram of protein per your body weight, gradually increase the amount of resistance in your training and limit your cardiovascular activities to the minimum.
Answer: C. use 0.8 fewer units of capital.
Explanation:
The Marginal Rate of Technical Substitution (MRTS) shows how much you can decrease capital or labor by in order to keep production constant if you increase either capital or labor.
It is calculated by the formula:
= Marginal product of labor / Marginal product of capital
= 4 / 5
= 0.8
<em>The firm should use 0.8 fewer units of capital in order to maintain the same production level. </em>
