Answer:
the amount that should be charged for the other department is $60,000
Explanation:
The computation of the amount that should be charged for the other department is shown below:
= Variable cost per meal × number of meals
= $4 × 15,000 meals
= $60,000
hence, the amount that should be charged for the other department is $60,000
So the same would be relevant
Answer: The correct answer is " a. $92,000.".
Explanation: The explicit costs are observable, that is, those that we can easily take into account and decrease our operating result (salaries paid to employees, material costs, taxes, etc.)
So her total explicit cost were: $12 000 + $65 000 + $15 000 = $92 000.
C. The first step in the screening process for potential markets and sites is to identify the basic appeal of a market.
Identifying whether there is a fundamental demand for a business's product is the first step in looking for potential markets. screening process plays a key role in determining this fundamental appeal.
Then it also helps in choosing where to market or produce goods would be simple if all countries' business environments were the same. Managers could rely on statistics that track the state of the local economy and examine projected returns on investments.
To learn more about screening process refer here:
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Answer:
The given statement is True.
If an investor buys enough stocks, he or she can, through diversification, eliminate all of the market risk inherent in owning stocks, but as a general rule it will not be possible to eliminate all market risk.
Answer:
If the money supply is MS2 and the value of money is 5, then the quantity of money
a. demanded is greater than the quantity supplied; the price level will rise.
Explanation:
If the money supplied is greater than the quantity demanded; the price level will fall. The quantity theory of money, popularized by Irving Fisher but developed by John Maynard Keynes, states that the value of money is influenced by the forces of demand and supply. This theory implies that money supply and price level proportionally influence each other.