In economics, the Fisher equation is used to determine the
relationship of the nominal interest rate and the real interest rate. This
equation takes into account the effect of inflation. Mathematically this is
expressed as:
Real rate = 
-1
The values given are:
Nominal rate= 10% =
0.1
Inflation=5%=0.05
Substituting known
values and by calculation:
<span>Real rate=0.0476 =
4.76%</span>
Answer:
The appropriate amount of Bad Debt Expense is $3,345.20.
Explanation:
The appropriate amount of Bad Debt Expense can be calculated as follows:
Bad debt expense = (Percentage of accounts receivable not yet due it will not collect * Accounts receivable not yet due) + (Percentage of receivables up to 30 days past due it will not collect * Amount of receivables up to 30 days past due) + (Parentage of receivables of receivables greater than 30 days past due it will not collect * Amount of receivables greater than 30 days past due) - Allowance for Uncollectible Accounts (credit) ……………………… (1)
Substituting the relevant values into equation (1), we have:
Bad debt expense = (7% * $7,500) + (20% + $2,300) + (46% * $2,000) - $400 = $3,345.20
Therefore, the appropriate amount of Bad Debt Expense is $3,345.20.
The answer is $120.
Explanation: The computation of the net profit or loss is shown below: Before that we have to determine the following calculations
Net Profit from call option is = (Gain from Exercising Call Option - Option Premium paid) × Size of the Contract
= (($47 - $42) - $2.60) × 100 Shares
= $240
Net Loss from put option is
= (Option Premium paid) × Size of the Contract
= $1.20 × 100 Share
= $120
So, the net profit is = Net Profit from Call Option - Net loss from Put Option= $240 - $120
= $120
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