Answer:
a) see attached graph. There is nothing unusual with the supply curve, it is simply fixed. This happens to most services, e.g. there is a fixed number of hotel rooms available for rent, in the short run you cannot add more rooms per night if the demand increases. In order to increase the quantity supplied, you would need to build a larger hotel, or in this case, a larger stadium.
b) the equilibrium price is $8 and the equilibrium quantity is 8,000 tickets
c) if the college plans to increase enrollment, the demand might increase, leading to a higher equilibrium price, but the supply will remain the same until the stadium is expanded.
Explanation:
Price Quantity Demanded (Qd) Quantity Supplied (Qs)
$4 10,000 8,000
$8 8,000 8,000
$12 6,000 8,000
$16 4,000 8,000
$20 2,000 8,000
Answer:
The net present value (NPV) of this investment is C) $10,048
Explanation:
Net present value (NPV) is the value of the future cash flows over the entire life of an investment discounted to the present.
The firm invests $95,000 today that will yield $109,250 in one year. The interest rates of the investment are 4%. The net present value (NPV) of this investment:
NPV = $109,250/(1+4%) - $95,000 = $10,048
Answer:
CC100 has $31.25 per hour
CC11O has $250 per hour
CC120 has $62.5 per hour
CC190 has $62.5 per hour
Explanation:
The IDC rate for each department would be the department IDC allocated divided by operating hours as shown below:
CC100
IDC rate=$25,000/800=$31.25 per hour
CC110
IDC rate=$50,000/200=$250 per hour
CC120
IDC rate=$75,000/1200=$62.5 per hour
CC190
IDC rate=$100,000/1600=$62.5 per hour
Judging from the IDC rates of the departments,department CCC110 seems to have the highest IDC rate per hour,which implies that each hour is charged with $250 against the CC100 where each operating hours is just $31.25.
The higher the IDC rate in a department the higher the cost of the output of that department since the cost has to be recovered from output.
Answer:
C) Cash payment of an account payable
We know that the current ratio is greater than 1, and in the formula for current ratio the assets are in the numerator and liabilities in the denominator, in this case an asset is increasing for the same account that a liability is decreasing by. So whenever the the value is above one and the numerator and denominator are decreased by the same amount the value increases.
Explanation:
Answer:
The Customer Lifetime Value of firm A amounts to $41,405. Hence, the correct option is 3
Explanation:
The formula to compute the Customer Lifetime Value of firm A is:
Customer Lifetime Value of firm A = Average annual sales × Average Profit Margin × Uniform series PW ( Present Worth) factor
= $55,000 × 15% × 5.0188
= $41,405
where
Average annual sales is $55,000
Average Profit Margin is 15%
We need to find out this:
The formula to compute this:
Uniform series PW factor = ( 1 + i%) ^ n - 1 / i % × ( 1 + i%) ^ n
= ( 1 + 15%) ^ 10 - 1 / 15% × ( 1 + 15%) ^ 10
= (1.15 ^ 10 -1) / (0.15 × 1.15 ^10)
= 5.0188
