Amount invested in stocks 5,000 X 0.60 = 3,000
After one year gains 9%
3,000 X ( 1 + 0.09) = 3,270
After second year loses 4%
3,270 X ( 1 - 0.04) = 3,139.2 amount after second year
So Stocks gained 139.2 ( 3139.2 - 3000)
Amount of saving account
5,000 X 0.40 = 2,000
After 2 years
2,200 X ( 1 + 0.049)^(2) = 2,200.802
So gained 200.802 (2200.802 - 2000)
Total amount after 2 years
3,139.2 + 2,200.802 = 5,340.002
Gained 340.002 (5340.002 -5000)
Answer:
D) purchasing euro call options.
Explanation:
If Lazer purchased euro call options it would be basically buying the right to purchase euros at a specified currency exchange rate. This way Lazer would know what is the maximum amount it will have to pay for the euros it needs to cover its debts. The call option give the buyer the right to purchase the euros but not the obligation, so if the euro depreciates, then Lazer can simply decide to not use the call option.
Answer:
The correct answer is D. 10.00%
Explanation:
To get internal rate of return we use excel or a spreadsheet. See document attached.
Make the cash flow to solve this problem. At moment 0 we have the investment cost , in this case $1.475.668 (negative) From period 1 to period 5, we have different incomes o benefits. Salvage value is 1.615.205, we are going to get it at moment 5 (positive).
Then, we calculate the Net cash flow that is the difference between benefits and cost.
We use all the result (positive and negative) in Net cash flow to get the IRR.
Net Present Value (NPV) 768907
Internal Rate of Return (IRR) 10,00%
Answer:
top 3 are possible and bottom 2 or not possible
Explanation:
Answer:
d.$38,448
Explanation:
The computation of the expected change in net income is shown below:
The net purchase for one day = $11,760
For 20 days excluding discount period i.e 10 days , it would be
= $11,760 × 20 days
= $235,200
The interest would be
= $235,200 × 10%
= $23,520
Now the gross purchase is
= (Net purchase × total number of days in a year) ÷ (1 - discount rate)
= ($11,760 × 365 days) ÷ (1 - 0.02)
= $4,292,400 ÷ 0.98
= $4,380,000
The discount is
= $4,380,000 × 0.02
= $87,600
After tax rate, the change in net income would be
= ($87,600 - $23,520) × (1 - tax rate)
= $64,080 × 0.60
= $38,448
