Yearly payments, P = $3,600
Annual discount rate, i = 8% = 0.08
Number of years, n = 12
Present value (PV) when payments are done at done the beginning of each year:
PV = P+P[1-(1+i)^-(n-1)]/i = 3,600+3,600[1-(1+0.08)^-(12-1)]/0.08 = $29,300.27
Present value (PV) when payments are done at the end of each year:
PV = P[1-(1+i)^-n]/i = 3,600[1-(1+0.08)^-12]/0.08 = $27,129.88
The difference between the two values = $29,300.27 - $27,129.88 = $2,170.39
Answer:
c. cost ledger
Explanation:
Cost ledger is an accounting document that maintains costs records relating to various nominal or real accounts. Real accounts contain records of assets and property of a business. They include cash, furniture, building, plant and machinery. Nominal accounts are concerned with profits, loss, and expenses.
A cost ledger classifies accumulated costs in different ways. The cost ledger is the principal ledger in cost accounting. It contains all sub accounts and is similar to the general ledger in financial accounts. Each job, process, product, cost center, or project is recorded in a separate account.
Answer:
<em>The project will increase the net working capital of the firm by $4000</em>
Explanation:
Net working capital measure how fast a company can convert its asset to cash, the networking capital can be obtained with the expression below;
net working capital (NWC) = current assets - current liabilities
Current asset = Increase in raw materials = $6,000
Current liabilities = accounts payable increase = $2,000
NWC= Increase in raw materials-increase in accounts payable
=$6,000 -$2,000
=$4000
Therefore this project will increase the net working capital of the firm by $4000