Answer:
The correct answer is option c.
Explanation:
An oligopoly is a market structure where there are a few sellers. These sellers may be selling homogenous or differentiated products.
There is high competition in the market. The sellers are interdependent on each other.
This interdependence happens because of a few sellers. The decisions of a seller affect its rivals. So before making a decision regarding price and output, a firm must consider the reaction of its rivals.
So all the firms are mutually interdependent.
Answer:
c
Explanation:
Full employment is when available labour in an economy are efficiently used. When there is full employment, cyclical unemployment is zero. There would still be frictional unemployment.
Frictional unemployment is unemployment that exists between the time a person leaves their current unemployment and get another job.
Answer:
The adjusting entry which is to be recorded is shown below:
Explanation:
The adjusting entry which is to be recorded is as:
Bad Debt Expense A/c..................................... Dr $14,740
Allowance for Doubtful Accounts A/c...............Cr $14,740
As the company records the bad debt expense at the end of the present year
Working Note:
As the company used the percent of receivables sales
Amount = Accounts receivables × Percentage of ending receivable
= $446,000 × 3.0%
= $13,380
Bad debt expense amount = Amount - Debit balance of allowance for doubtful accounts
= $13,380 + $1,360
= $14,740
We can solve this problem by using the formula for
finding the present value given the annuity values. The formula is given as:
P = A * [(1 + i)^n – 1] / i (1 + i)^n
Where,
P = present value of the annuity
A = the annuity value = $26,000
i = interest rate = 0.06
n = number of years = 90 – 65 = 25
Substituting the given values to the equation:
P = 26,000 * [(1 + 0.06)^25 – 1] / 0.06 (1 + 0.06)^25
P = 26,000 * 12.783356183
P = $332,367.26
<span>Therefore the present value of his social security
benefits will be about $332,367.26</span>
Answer:
b.$12,600
The bond effective interest expense for the year ended December 31 is $12,600
Explanation:
We need to get the computation of the discount value of the bond using the straight-line method first and Interest Earned
Discount Value= (Face Value - Sales Value) / Years
D.V= $105,000 - $99,750 / 5
D.V= $1,050 Per year
Interest Expenses= Face Value * Bond issued
=$105,000 * 11%
=$11,550
We need to Compute the interest expense of the bond as well
Bond Interest Expenses = Interest Expense + Discount Value
=$11,550 + $1,050
=$12,600
The bond effective interest expense for the year ended December 31 is $12,600
