Elaine'S marginal utility is equal to $2.25
Marginal utility is the added delight that a client receives from having one more unit of a great or provider. The concept of marginal application is utilized by economists to decide how much of an item consumers are inclined to buy.
Marginal utility is the greater benefit derived from consuming one extra unit of a specific properly or provider. the principle sorts of marginal utility encompass effective marginal utility, zero marginal application, and terrible marginal application. purchasers regularly enjoy higher marginal software while marginal fee is decrease.
expalnation
Assuming that the utility that she is achieving after consuming a good is equal to the value of the coffee.
= $1 +0.75 + 0.50
= $ 2.25
Hence, the marginal utility is $ 2.25.
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Answer:
A) higher interest rates ; largely offset by the lower interest rates
Explanation:
If the government carries on an expansionary monetary policy, it will lower interest rates and increase the money supply in an attempt to increase aggregate demand. If at the same time it increases the interest rate it will pay for borrowing money (e.g. increase treasury bills' interest rates), that would make no sense since one policy would offset the other.
A government cannot increase the money supply and then increase the interest rates on treasury bills since that would lower the money supply again.
Answer:
A) the associate may pay the salary and withhold taxes, but the broker must pay commissions.
Explanation:
The sales associate works for the broker and his/her assistant works for him. Therefore the sales associate is responsible for paying the assistant's salary and withhold taxes since he is the employer. But since the assistant will also earn 20 percent of the sales associate's commissions, that should be paid by the broker directly (80% to the sales associate and 20% to the assistant).
Answer:
$10,000
Explanation:
Given that
Cost of equipment = 110,000
Salvage value = 10,000
Useful life = 5 years
Using straight line method
Depreciation = cost of equipment - salvage value ÷ useful years
= 110000 - 10000 ÷ 5
= 100000 ÷ 5
= $20000
Thus
By December 31
Entry of depreciation = 6/12 × 20000
= $10,000
