Answer:
Follows are the solution to this question:
Explanation:
In point A:
The estimated amount of uncollectible allowance =
In point B Journal
Titles and descriptions of accounts Debit Credit Calculation
Expenditure on bad debts 
Doubted debt allowance 
(Bad Debts Expense recorded)
In point C Journal
Titles and descriptions of accounts Debit Credit Calculation
Expenditure on bad debts 
Doubted debt allowance
(Bad Debts Expense recorded)
Answer:
The mark up percentage on total cost is 13%.
Explanation:
Mark up percentage on total cost refers to the profit as a percentage of the total cost.
Therefore, the mark up percentage on total cost can be calculated using the following formula:
Mark up percentage on total cost = (Desired profit / Total cost) * 100 ......... (1)
Where;
Desired profit = $143
Total cost = $1,100
Substituting the values into equation (1), we have:
Mark up percentage on total cost = ($143 / $1,100) * 100 = 0.13 * 100 = 13%
Therefore, the mark up percentage on total cost is 13%.
Answer:
The answer is $3,888.22
Explanation:
This is an annuity due because the cash flow is being done on the first day of each period.
Annuity is a fixed sum of money paid to or receceived from someone or business every year.
Future Value(FV) = $30,000
Interest rate(i or I/Y) = 10%
Number of years(N)= 6 years
Annuity (PMT) = ?
Using a Financial calculator to solve it (Texa BA II Plus )
Annuity (equal contributions) will be $3,888.22
Answer:
The effective rate of protection for the U.S. steel industry is approximately 17.5%
Explanation:
Mathematically, the effective rate of protection is calculated as follows;
e = (n-ab)/(1-a)
where n is the nominal tariff rate on the final product , a is the ratio of the value of the imported input to the value of the finished product and b is the nominal tariff rate on the imported input
Mathematically;
a = value of iron ore/value of steel = 100,00/500,000 = 1/5 = 0.2
From the question, we can see that nominal tariff rate for steel n = 15% = 15/100 = 0.15
The nominal rate for iron ore b = 5% = 5/100 = 0.05
So we substitute all of these into the equation of e above
e = {0.15-0.2(0.05)}/(1-0.2) = (0.15-0.01)/0.8 = 0.14/0.8 = 0.175 which is same as 17.5%