Answer: Expense capitalize
Explanation:
The expense capitalize is the term which is used to refers to the capitalizing the given cost of the expenses based on their values for the purpose of evaluating all the expenses in the balance sheet.
The capitalize the expenses provide various types of benefits to the firms for obtaining the various types of updated assets that typically helps in providing the long term duration.
According to the given question, the interest in the given two cases is basically treat by expense capitalize for the purpose of financial reporting.
Therefore, Expense capitalize is the correct answer.
Answer:
Present value of future cash inflows of Project Y = $110,000 X 3.240 = $356,400
Explanation:
Provided cost of Proposal Y = $512,000
Residual Value = $0
Depreciation will not be considered as we need to consider the present value of future cash flows, depreciation does not involve any cash flow.
Useful life = 4 years
Estimated cash inflow per year = $110,000
Discount rate = 9%
Present Value of an Ordinary Annuity = 3.240 @ 9% for 4 years
Thus present value of future cash inflows = $110,000 X 3.240 = $356,400
Note: Net Present Value = Present Value of Cash Inflows - Present Value of Cash Outflow = $356,400 - $512,000 = -$155,600
Final Answer
Present value of future cash inflows of Project Y = $110,000 X 3.240 = $356,400
Answer:
July = $237,600
August = $238,400
Explanation:
Note that credit sales account for only 80% of total sales, the remainder should be considered as cash receipts in the month of sale. Cash receipts for July are 20% of July total sales, plus 25% of July credit sales, plus 55% of June credit sales, and 20% of May credit sales:
Cash receipts for August are 20% of August total sales, plus 25% of August credit sales, plus 55% of July credit sales, and 20% of June credit sales:
Budgeted cash receipts are:
July = $237,600
August = $238,400
Answer:
To determine the total amount of money that I will have in my account at the time of my retirement, we must consider the total amount paid into the PIMCO account during the last 15 years, and add to this value the potential amount to be paid in the next 20 years in the Vanguard account.
Thus, during the previous 15 years, I have deposited 700 dollars per month in my PIMCO account, with which I have a cumulative total of $ 126,000 (700x12x15). Also, I will potentially deposit another $ 168,000 (700x12x20) in the Vanguard account for the next 20 years.
Therefore, over the 35 years of savings, once the time has come to retire, I will have $ 294,000 in my retirement investment.
