Answer:
B2B (Business to business) and B2C (Business to consumer)
Answer:
25.94%
Explanation:
Assume, Face value of bond =$1000
Purchase price of twenty year zero coupon bond = 1000/((1+i)^N)
. Where, yield = 5% =0.05
, N= number of years to maturity =20
==> Purchase Price = 1000/(1.05^20)
Purchase Price = 1000/2.65329770514
Purchase Price = $376.89
Selling Price after one year: 1000/(1+I)^19. Where i=yield=4%=0.04, N=19
Selling Price=1000/(1.04^19)
Selling Price = 1000/2.10684917599
Selling Price = $474.64
Rate of Return = (474.64/376.89) - 1
Rate of Return = 1.25935949481281 - 1
Rate of Return = 0.2594
Rate of Return = 25.94%
Answer:
Total profit = $1800000 @ a given demand level of 100K units of swimsuit.
Explanation:
Lets first develop a formula representing the Total profit for any demand level, see as follows:
(Selling price per unit× d) - (cost per unit× d)= Total profit
We will be using the short forms of the components in this formula.
SP = selling price per unit
d= demand
cp= cost per unit
TP= Total profit.
Now lets substitute the values into the formula to compute profit at any demand level (in this case 100,000 units of swimsuits) as follows:
Total profit = ($40× 100000) - ($22× 100000)
Total profit = $4000,000 - $2200,000
Total profit = $1800000 @ a given demand level of 100K units of swimsuit.
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<em>(NOTE: The formula mentioned above can be used to compute the correct profit for any demand level, even though if there is a change in sp and/or cp, the formula can also be useful.)</em>
Answer:
ROI 87.5%
Explanation:
Return on Investment = return /investment
Total return
50,000 perating income + 20,000 residual income = 70,000 income
The asset could been adquire on lease or through liabilities, this is not investment. The investmetn made is the one done by the shareholders.
Stock Holders equity = investment = 80,000
The shareholders invest this amount to generate
70,000 dollars of return
ROI 70,000/80,000 = 87.5%
Answer:
Given,
Annual demand, D = 12500,
Setting up cost, S = $ 49,
Production rate per year, P = production facility × capability of production = 300 × 105 = 31500,
Holding cost per year, H = $ 0.15,
Hence,
(i) Optimal size of the production run,
(ii) Average holding cost per year,
(iii) Average setup cost per year,
(iv) Total cost per year = average setup cost per year + average holding cost per year + cost to purchase 12500 lights
= 166.44 + 166.48 + 12500(0.95)
= $ 12207.92