Answer:
Present Value 5,715,331.32
We are going to accept the project only if the initial investment is at 5,715,331 or below in order to achieve the return to support the cost of capital structure of the company
Accepting a project with a higher cost will not generate enought cashflow to sustain the patyment of debt and the return expected from the stockholders therefore, will generate a economic result and investor will leave the company for other which can sustain their desired return.
Explanation:
We are going to discount the yearly cash-flow at the given rate of 12.50%
then, the terminal value which is the present value of the future period will also be discounted at this rate.
The sum of all this will be the present value of the firm.
![\left[\begin{array}{ccc}$Year&$Cash Flow&$Discounted\\1&575000&511111.11\\2&625000&493827.16\\3&650000&456515.77\\4&725000&452613.93\\5&850000&471689.61\\$terminal&6000000&3329573.74\\Present&Value&5715331.32\\\end{array}\right]](https://tex.z-dn.net/?f=%5Cleft%5B%5Cbegin%7Barray%7D%7Bccc%7D%24Year%26%24Cash%20Flow%26%24Discounted%5C%5C1%26575000%26511111.11%5C%5C2%26625000%26493827.16%5C%5C3%26650000%26456515.77%5C%5C4%26725000%26452613.93%5C%5C5%26850000%26471689.61%5C%5C%24terminal%266000000%263329573.74%5C%5CPresent%26Value%265715331.32%5C%5C%5Cend%7Barray%7D%5Cright%5D)
The formula we use the present value of a lump sum:
We are going to accept the project only if the initial investment is at 5,715,331 or below in order to achieve the return to support the cost of capital estructure of the company
Answer:
following a linear equation:
y = mx + b
if we use July's data:
y = $0.0882m + 500
where
y = total cost
m = number of copies
the slope = 1 / 11.3333 = 0.0882
Explanation:
Month Number of Copies Total Copy Cost
January 46,000 $4,600
February 42,000 $4,400
March 58,000 $5,300
April 64,000 $6,300
May 57,000 $5,000
June 62,000 $5,800
<u>July 68,000 $6,500 </u>
August 71,000 $7,300
y = mx + b
6,500 = 68,000x + 500
x = variable cost per unit = (6,500 - 500) / 68,000 = $0.088235294 per copy ≈ $0.0882 per copy
the equation would be:
y = $0.0882m + 500
the slope = 1 / 11.3333 = 0.0882
Profit = Sales - Expenses
<span>Expenses = Fixed + Variable </span>
<span>No. of units sold = $550,000 / 55 = 10,000 </span>
<span>Variable expenses = $44 x 10,000 = $440,000 </span>
<span>Expenses = 20,000 + 440,000 = $ 460,000 </span>
<span>So, profit = 550,000 - 460,000 = $ 90,000.</span>
Answer:
are not egarded to their sector
Explanation:
follow me
Answer:
At 12 cases the stein beer should reordered by him.
Explanation:
The reorder level is that level in which the company setup a new manufacturing unit so that they can fulfill the needs of the customers and attains the customer satisfaction as much as they can.
For computing the reorder level of the stein beer, the computation is shown below:
Reorder level = Daily unit sales ×elivery lead time
= 4 × 3 d
= 12 cases
The other cost like ordering cost, carrying cost or holding cost, per unit cost is irrelevant while computing the reorder point. Therefore, it is not considered in computation part.
Thus, the reorder level is 12 cases
Hence, at 12 cases the stein beer should reordered by him.
