Answer:
D.)
the highest IRR
Explanation:
Here are the options to the question :
A.)
the IRR that is closest to zero
B.)
a negative IRR
C.)
the lowest IRR
D.)
the highest IRR
IRR is a capital budgeting method.
Internal rate of return is the discount rate that equates the after-tax cash flows from an investment to the amount invested
The higher the IRR, the more profitable the project is.
In the absence of certain restrictions, the project with the highest IRR should be chosen
Answer: Sell four December coffee future contracts at $2.00 per pound
Explanation:
Based on the scenario in the question, the number of contracts that is required for hedging the entire crop will be gotten by dividing the total number of crops by the pounds that are available in one contract. This will be:
= 150,000/37,500
= 4 contracts
Therefore, the answer will be for Jarvis to sell four December coffee future contracts at $2.00 per pound
Answer: a reduction in safety stock and/or lead time
Explanation:
Kanban is a visual system that is used for the management of work as the work moves through a process. It should be noted that it is a concept that tells one what to produce, quantity to produce and when to produce it.
A reduction in the number of kanbans (given a constant container size) requires a reduction in safety stock and/or lead time.
Answer:
The correct answer is $302.40.
Explanation:
According to the scenario, the computation can be done as:
To calculate firms' earning first we less cost of goods and total operating expenses from sales revenue:
= $3,060 - $1,800 - 600
= $660
Now we deduct the interest expense, then
= $660 - $126
= $534
Now we deduct tax rate, then
= $534 × $213.60 ( $534× 40%)
= $320.40
Now we finally deduct the dividends to get the firm's earning to common shareholder's, then
= $320.40 - 18
= $302.40
Hence, the firm's earning to common shareholder's is $302.40.
Answer:
The current share price is $71.05
Explanation:
P3 = D3(1 + g)/(R – g)
= D0[(1 + g1)^3](1 + g2)/(R – g)
= [$1.45*(1.20)^3(1.08)]/(0.11 – 0.08)
= $90.20
The price of the stock today is the PV of the first three dividends, plus the PV of the Year 3 stock price given by:
P0 = $1.45(1.20)/1.11 + $1.45[(1.20)^2]/1.112 + $1.45[(1.20)^3]/1.113 + $90.20/1.113
= 1.568 + 1.695 + 1.832 + 65.958
= $71.05
Therefore, The current share price is $71.05
