Answer:
A. Take $1 million now.
Explanation:
A. If we take $1 million now the present value of the money is $1 million.
B. If we choose to take $1.2 million paid out over 3 years then present value will at 10% will be;
$300,000 + $300,000 / 1.2 + $300,000/ 1.44 + $300,000 / 1.728
$300,000 + $250,000 + $208,000+ $173,611 = $931,944
The present value of option B is less than present value of option A. We should select option A and take $1 million now.
Answer:
agent method of entry
Explanation:
Agent method of entry will demonstrate lower fixed costs associated.
Answer:
He will have $102,979 in his retirement account in 10 years.
Explanation:
Annual Payment = $2,000
Number of Year = n = 10
Interest rate = i = 5%
Compounded Quarterly
Future value after 10 years
FV = A [ ( ( 1 + ( r / m )^mt ) - 1 / ( r / m )
FV = $2,000 [ ( ( 1 + ( 0.05 / 4 )^40 ) - 1 / ( 0.05 / 4 )
Future value = $102,979
So, Ira Schwab will have $102,979 in his retirement account in 10 years.
Solution :
We calculate the advances form the customer to be reported as the current liability as on Dec. 31, 2009 in the balance sheet as follows :
<u> Particulars </u> <u> Amount ($)</u>
Customer advances the balance Dec 31, 2008 110
Add : advances that is received with 2009 orders is 195
Less : advances applicable to the orders in 2009 -180
Less : advances from orders that are canceled in 2009 <u> -45 </u>
Advances from the customers liability Dec. 31, 2009 80
Therefore, the advance from the customer to be reported in the balance sheet as the current liability is $80.
The future value is always more than the present value because the value of the dollar can be higher in the next day. plus it can be adding the interest in the future value.