Answer:
$24,012.21
Explanation:
Calculation for What is the investor's future balance after 10 years
Using financial to find the FV which represent future value
N 10 years
I/Y 4%
PV 0
PMT $2,000 per year
FV ?
Hence:
FV = $24,012.21
Therefore the investor's future balance after 10 years will be $24,012.21
Answer: $70610
Explanation:
Following the information given, the issue price of the bond will be:
= $6,140,000 × 1.04
= $6,385,600
The premium on bonds payables will be:
= $6,385,600 - $6,140,000
= $245,600
Cash interest Payables will be:
= 6,140,000 × 5% × 3/12
= $76,750
Bond Premium amortization for Each Year will be:
= 245,600 / 10
= $24,560
Then, the premium amortized will be:
= $24,560 × 3/12
= $6,140
Therefore, the interest expenses on Dec 31 will be:
= Cash interset Payables - Premium amortized
= $76,750 - $6,140
= $70,610
Answer:
A market economy is an economic system in which the decisions regarding investment, production and distribution are guided by the price signals created by the forces of supply and demand.
Disadvantages:
A tendency for an inequitable distribution of wealth, poorer work conditions, and environmental degradation.Since profit maximization is the biggest motivation for firms, they may try to reduce their costs unethically. Unemployment and Inequality.
Answer :
Accounting rate of return = 0.0432 = 4.32%
Explanation :
As per the data given in the question,
Depreciation per year = (Cost - Salvage) ÷ Useful life
= ($810,000 - $10,000) ÷ 8 years
= $100,000
Annual Net income = Annual net cash flow - Depreciation
= $135,000 - $100,000
= $35,000
Accounting rate of return = Annual net income ÷ investment
= $35,000 ÷ $810,000
= 0.0432
= 4.32%
We simply applied the above formula
Answer:
(Q, R) = (1555, 1400)
shortage imputed = $0.388
Explanation:
Lot size-reorder point system is one of the multi period models. This system is denoted by decision variables (Q, R). This multi period model is implemented when there is uncertain demand in inventory control.
nevertheless, in the simple EOQ model, demand is known and fixed. But when the demand is random, these lot size-reorder point (Q, R) systems allow random demand.
There are two decision variables in a (Q, R) system:
Order quantity, Q and
Reorder point, R
Additional steps are attached as files