Answer: A firm should not continue production when its MR is lower than its AVC.
Explanation:
The goal of every firm is to minimize cost and also maximize profits and therefore the firm will operate at the output level where the marginal revenue and the marginal cost equates.
A firm should not continue production when its MR is lower than its AVC. Here, the firm will incur a higher loss during production as producing will not offset the variable cost. Therefore, it's better to shut down.
Answer:
2. Government is necessary, because people do not always behave perfectly.
Explanation:
<em>Option 1</em> is wrong because if the government cannot control people, there is no use of making policy. It contradicts James Madison's quota.
<em>Options 3</em> and <em>4</em> are incorrect because the government is a necessary element.
Option 2 is correct, as the government is an essential element. Without government, people may become clueless and clumsy. To make peace in the nation, the government has to control its people.
Answer:
Deprecation base=$26,300
Explanation:
Given Data:
Cost of machine=$28,000
Tax=$125
Fees=$200
Shipping charges=$500
Paid to contractor to build and wire a platform for the machine=$475
Salvage value=$3000
Useful life = 6 years
Required:
Depreciation base of Cominsky's new machine=?
Solution:
Deprecation base=Acquisition Cost-Salvage Value
Acquisition Cost:
It is the cost which involves the buying of asset and making the asset to work. In our case:
Acquisition Cost=Cost of machine+Tax+Fees+Shipping charges+Paid to contractor to build and wire a platform for the machine
Acquisition Cost=$28,000+$125+$200+$500+$475
Acquisition Cost=$29300
Deprecation base=Acquisition Cost-Salvage Value
Deprecation base=$29300-$3000
Deprecation base=$26,300
Answer:
Annual deposit= $26,344.36
Explanation:
Giving the following information:
The interest rate is 7 percent per year.
He wants to have enough money to provide him with $3,000 of monthly income for 30 years. To date, he has saved nothing, but he still has 20 years until he retires.
First, we need to calculate the total amount of money required:
Final value= 3,000* (30*12)= $1,080,000
Now, we can calculate the annual deposit:
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
Isolating A:
A= (FV*i)/{[(1+i)^n]-1}
FV= 1,080,000
i= 0.07
n= 20
A= (1,080,000*0.07) / [(1.07^20) - 1]= $26,344.36