Answer:
the sales in dollars sell to generate the target income is $183,334
Explanation:
The computation of the sales in dollars sell to generate the target income is shown below:
= (Fixed cost + target income) ÷ (selling price - variable cost) ÷ selling price
= ($25,000 + $66,667) ÷ ($30 - $20) ÷ $20
= $91,667 ÷ 50%
= $183,334
Hence, the sales in dollars sell to generate the target income is $183,334
Answer:
The fair value of the assets of the identifiable assets of Thompson company are $38 million and the fair value of identifiable liabilities is $6 million. So if we were to find the value of Thompson company just on the basis of identifiable assets and identifiable liabilities we would subtract the identifiable liabilities from the identifiable assets.
38-6= $32 million.
This means that on the basis of Identifiable assets and identifiable liabilities the value of Thompson company is $32 million but they Anderson Company $ 30 million for the company which means that the company has a negative goodwill. The negative good will is the price paid - the fair value.
30 million - 32 million = -2 million
This means that Anderson Company will record -2 million as negative goodwill and this implies a bargain purchase which means Anderson company will record this 2 million as a gain on their income statement.
Explanation:
Answer:
imports exceed exports by $50 billion.
Explanation:
Calculation to determine how much imports exceed exports
Gross Domestic Product $1.2 trillion
Less Consumption ($690 billion)
Less Investment ($200 billion)
Less Government spending ($260 billion)
($1.2 trillion-$690 billion-$200 billion-$260 billion)
Then:imports exceed exports by $50 billion
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
