Answer: See explanation
Explanation:
The necessary closing entries from the available information at December 31 will be calculated thus:
1. Dec 31
Dr Services Revenue $13000
Cr Income Summary $13000
2. Dec 31
Dr Income Summary $10000
Cr Wages expense $8400
Cr Rent expense $1600
3. Dec 31
Dr Income Summary = $13000 - $10000 = $3000
Cr D. Mai, Capital $3000
4. Dec 31
Dr D. Mai, Capital $800
Cr D. Mai, Withdrawals $800
Answer:
The After Tax Cost of Debt = 0.072 or 7.2%
Explanation:
The question is to determine the After Tax Cost of Debt for Rolling Stone.
This is carried out as follows
Step 1: When we decide to calculate the Yield to Maturity, it should be noted that Market Value = Par Value
Therefore,
Coupon Rate which is the same as the Yield to Maturity (YTM) = 12%
Step 2: Based on this derivative, therefore,
After Tax Cost of Debt = Yield TO Maturity Rate (1-Marginal Tax Rate)
= 12% (1-40%)
= 0.12 (1-0.4)
The After Tax Cost of Debt = 0.072 or 7.2%
Answer: Diminishing marginal utility.
Explanation: The demand curve tends to slopes downward because of diminishing marginal utility and it also slopes downwards because of the substitution and income effects.
Answer:
Check the explanation
Explanation:
The above question is based on a non-linear programming model, to answer this question, there will be a need to determine the optimal order quantities of the three different Ferns with diverse values of annual demand, item cost as well as order cost objective of the non-linear programming model is to minimize the overall annual cost.
Step 1: Setup a spreadsheet on Excel, as shown in the first and second attached images below:
Note: The values of quantities of the three items is kept as 1 to for the calculations of total cost.
The Solver dialogue box will appear. Enter the decision variables, objective function and the constraints, as shown in the third attached image below:
Answer:
To calculate the amount of interest that Cecil was charged we can use the following formula:
interest charged = (APR / 365) x 30 days x adjusted balance
where:
Adjusted balance = previous balance – current payments = $340 - $150 = $190
interest charged = (19% / 365) x 30 x $190 = $2.97
