Answer:
$8.31 million and No.
Explanation:
In this question, we have to find out the present value which is shown below:
= $1 + first year value ÷ ( 1 + discount rate) + second year value ÷ ( 1 + discount rate) ^ number of years + third year value ÷ ( 1 + discount rate) ^ number of years
= $1 + $2 million ÷ (1 + 10%) + ($3 million ÷ 1.10)^2 + ($4 million ÷ 1.10)^3
= $1 million + $1.82 million + $2.48 million + $3.01 million
= $8.31 million
No the package would not worth $10 million as its present value is $8.31 million
Based on the amount of equity and that of assets, the percentage funded by owners is<u> 29.4%. </u>
<h3>What is the Percentage financed by owners?</h3>
This can be found by the formula:
= Equity / Assets x 100%
Solving gives:
= 6,702,500 / 22,825,084 x 100%
= 29.4%
In conclusion, 29.4% is financed by the owners.
Find out more on Equity at brainly.com/question/25847981.
Answer:
$1,467.88
Explanation:
Net pay is the amount one receives after subtracting deductions from the gross pay. Therefore, net pay is the gross pay minus all the deductions such as social security, federal and state taxes.
In this case, the gross pay is $1,828. The total taxes are $ 360.12.
The net pay will be $1,828 -360.12.
= $1,467.88
Answer:
Option (B) is correct.
Explanation:
1 pound = $1.60
1 pound = $1.50
So, there is a depreciation in the value of pound relative to the dollar and appreciation in the value of dollar relative to the pound.
Now, suppose a resident of united states purchase some quantity of goods(say, 20 shirts) from the seller in United kingdom.
Price of each shirt = 2 pounds
Hence,
Before the change in exchange rate, then the buyer have to pay in dollars:
= 20 × (2 × $1.60)
= 20 × 3.2
= $64
After the change in exchange rate, then the buyer have to pay in dollars:
= 20 × (2 × $1.50)
= 20 × 3
= $60
Hence, the amount paid by the resident of united states reduced because of the fall in exchange rate. Now, they have to pay less for the same amount of commodities. This shows that there is an appreciation in the currency of US relative to UK.
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