Answer:
Delivery versus payment account is the correct answer.
Explanation:
Answer:
Explanation: from the above question, the total of cash and cash equivalent to be recorded in the balance sheet includes all cash balances in the bank and cash balance in the petty cash account.
From the above question, the cash and cash equivalent balance as at April 30 is $1,000 plus all bank balances as at that date.
Answer:
$ 3,085
Explanation:
Given that;
The present value(PV) ------ ???
Future payment (F) ---- $5,000
The annual effective rate are 4%, 5% and 5.5% respectively, which can be illustrated as;
r = 0.04, 0.05 and 0.055 respectively.
The present value formula is given as:


PV = 5000 × (1.04)⁻³(1.05)⁻²(1.055)⁻⁵
= $ 3,084.814759
≅ $ 3,085
<u>Answer:</u>
<em>If there is a major problem in a country that leads to the rapid withdrawal of foreign investment, this is known as International financial crisis
</em>
<em></em>
<u>Explanation:</u>
The financial crisis was mainly brought about by deregulation in the budgetary business. That allowed banks to participate in support investments exchanging with subordinates. Banks, at that point, requested more home loans to help the productive clearance of these subordinates. They made intrigue credits that got moderate to subprime borrowers.
Big banks had the assets to become modern at the utilization of these convoluted subordinates. The money with the most muddled monetary items got the most cash flow.
Answer: $80 million per year for 25 years
Explanation:
The option you should choose is one that will guarantee you the highest present value.
This means that you need to discount the annual payment of $80 million per year for 25 years to find the present value. As you did not include a rate, we shall assume a rate of 8% for reference purposes.
The annual payment is an annuity so the present value can be calculated by:
Present value of annuity = Annuity payment * Present value interest factor, rate, no. of years
= 80,000,000 * Present value interest factor, 8%, 25 years
= 80,000,000 * 10.6748
= $853,984,000
<em>The present value of the annual payment is more than the present value of the $850 million received today so the Annual payment should be taken. </em>